From fec4133faffded3f9af7cc29b69189e7d1f05f74 Mon Sep 17 00:00:00 2001 From: Sam Moore Date: Thu, 1 May 2014 23:47:17 +0800 Subject: [PATCH] The GNU MPFR C Library and Articles by William Kahan MPFR paper referenced one of Kahan's lectures, so that got included. MPFR also has MPFR++ One of them might get used? They have debian packages. --- LiteratureNotes.pdf | Bin 272277 -> 288365 bytes LiteratureNotes.tex | 74 + papers.bib | 47 +- references/fousse2007mpfr.pdf | Bin 0 -> 135231 bytes references/kahan1996ieee754.pdf | Bin 0 -> 102451 bytes references/paranoia.c | 2247 +++++++++++++++++++++++++++++++ 6 files changed, 2367 insertions(+), 1 deletion(-) create mode 100644 references/fousse2007mpfr.pdf create mode 100644 references/kahan1996ieee754.pdf create mode 100644 references/paranoia.c diff --git a/LiteratureNotes.pdf b/LiteratureNotes.pdf index 19d262a3badaa333ca1ed022dbf754ff904c159c..3956cefc2ea8f864ea4a42b1096b2b302df1d30f 100644 GIT binary patch delta 124368 zcmZ7dQ;^_I)I12cJ#E{bY1_7Ko748MZQHhO+jdVI)3!C=^ShNq!>m{kzob?Tx{?ZWqFyebO`i)hzF%}KMQ<_93WF)I&{ZXP257+@g5~R`?6hqI( z(*9V7l%V>7Gvxg;%$zXYsu5an-LerRj9U20aNYDG`OJv{#%oNWBtBy>K)h`@)-?*_ zzza+?K0BFX!ej;vxzxzD6EVgKe5?`nJ*1$>GX(y)2>OKB~XSjFbq?lg!qG(aI#+>T-eIY zAk1L38yfi8I09ri$APwkWRdh#>0DMrwJ4%coZO}&5Y7fMC=sXkoP|kGN 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z1vSb7wt6W(Q|MyG=FeG{XCpB$q}}lMr*Yz3D{gCT%MuN>pGv~BCsF1Y-P1O!^%y*j znRREU_Ei?lz8bT?%t9OTY`HB%Lzlpr&3*kUjXJe`z^O(Za9@o|<8B95Y8&%!E1$@p zoSrvofv5*&R7?Efc6R$_RJ0`gDX=NUl`o!eeY`c9aHsqlmzI3Q$ z(L(^)huZBzqAPw%Pxg1N0FuhWJ?}>f-G?-U|BD*9x*5B;dAXQdAan4tadUGc)6ht% HNF)Cjr`0Jw diff --git a/LiteratureNotes.tex b/LiteratureNotes.tex index 6831428..4e78059 100644 --- a/LiteratureNotes.tex +++ b/LiteratureNotes.tex @@ -811,6 +811,80 @@ Comparisons to other attempts: \end{itemize} +\section{A Multiple Precision Binary Floating Point Library With Correct Rounding \cite{fousse2007mpfr}} + +This is what is now the GNU MPFR C library; it has packages in debian wheezy. + +The library was motivated by the lack of existing arbitrary precision libraries which conformed to IEEE rounding standards. +Examples include Mathematica, GNU MP (which this library is actually built upon), Maple (which is an exception but buggy). + +TODO: Read up on IEEE rounding to better understand the first section + +Data: +\begin{itemize} + \item $(s, m, e)$ where $e$ is signed + \item Precision $p$ is number of bits in $m$ + \item $\frac{1}{2} \leq m < 1$ + \item The leading bit of the mantissa is always $1$ but it is not implied + \item There are no denormalised numbers + \item Mantissa is stored as an array of ``limbs'' (unsigned integers) as in GMP +\end{itemize} + +The paper includes performance comparisons with several other libraries, and a list of literature using the MPFR (the dates indicating that the library has been used reasonably widely before this paper was published). + +\section{Lecture Notes on the Status of IEEE Standard 754 for Binary Floating-Point Arithmetic \cite{kahan1996ieee754}} + +11 years after the IEEE 754 standard becomes official, Kahan discusses various misunderstood features of the standard and laments at the failure of compilers and microprocessors to conform to some of these. + +I am not sure how relevant these complaints are today, but it makes for interesting reading as Kahan is clearly very passionate about the need to conform \emph{exactly} to IEEE 754. + +Issues considered are: Rounding rules, Exception handling and NaNs (eg: The payload of NaNs is not used in any software Kahan is aware of), Bugs in compilers (mostly Fortran) where an expression contains floats of different precisions (the compiler may attempt to optimise an expression resulting in a failure to round a double to a single), Infinity (which is unsupported by many compilers though it is supported in hardware)... + + +An example is this Fortran compiler ``nasty bug'' where the compiler replaces $s$ with $x$ in line 4 and thus a rounding operation is lost. +\begin{lstlisting}[language=Fortran, basicstyle=\ttfamily] + real(8) :: x, y % double precision (or extended as real(12)) + real(4) :: s, t % single precision + s = x % s should be rounded + t = (s - y) / (...) % Compiler incorrectly replaces s with x in this line +\end{lstlisting} + +\subsection{The Baleful Influence of Benchmarks \cite{kahan1996ieee754} pg 20} + +This section discusses the tendency to rate hardware (or software) on their speed performance and neglect accuracy. + +Is this complaint still relevant now when we consider the eagerness to perform calculations on the GPU? +ie: Doing the coordinate transforms on the GPU is faster, but less accurate (see our program). + +Benchmarks need to be well designed when considering accuracy; how do we know an inaccurate computer hasn't gotten the right answer for a benchmark by accident? + +A proposed benchmark for determining the worst case rounding error is given. This is based around computing the roots to a quadratic equation. +A quick scan of the source code for paranoia does not reveal such a test. + +As we needed benchmarks for CPUs perhaps we need benchmarks for GPUs. The GPU Paranoia paper\cite{hillesland2004paranoia} is the only one I have found so far. + +\section{Prof W. Kahan's Web Pages \cite{kahanweb}} + +William Kahan, architect of the IEEE 754-1985 standard, creator of the program ``paranoia'', the ``Kahan Summation Algorithm'' and contributor to the revised standard. + +Kahan's web page has more examples of errors in floating point arithmetic (and places where things have not conformed to the IEEE 754 standard) than you can poke a stick at. + +Wikipedia's description is pretty accurate: ``He is an outspoken advocate of better education of the general computing population about floating-point issues, and regularly denounces decisions in the design of computers and programming languages that may impair good floating-point computations.'' + +Kahan's articles are written with almost religious zeal but they are backed up by examples and results, a couple of which I have confirmed.\footnote{One that doesn't work is an example of wierd arithmetic in Excel 2000 when repeated in LibreOffice Calc 4.1.5.3} This is the unpublished work. I haven't read any of the published papers yet. + +The articles are filled sporadically with lamentation for the decline of experts in numerical analysis (and error) which is somewhat ironic; if there were no IEEE 754 standard meaning any man/woman and his/her dog could write floating point arithmetic and expect it to produce platform independent results\footnote{Even if, as Kahan's articles often point out, platforms aren't actually following IEEE 754} this decline would probably not have happened. + +These examples would be of real value if the topic of the project were on accuracy of numerical operations. They also explain some of the more bizarre features of IEEE 754 (in a manner attacking those who dismiss these features as being too bizarre to care about of course). + +It's somewhat surprising he hasn't written anything (that I could see from scanning the list) about the lack of IEEE in PDF/PostScript (until Adobe Reader 6) and further that the precision is only binary32. + +I kind of feel really guilty saying this, but since our aim is to obtain arbitrary scaling, it will be inevitable that we break from the IEEE 754 standard. Or at least, I (Sam) will. Probably. Also there is no way I will have time to read and understand the thousands of pages that Kahan has written. + +Therefore we might end up doing some things Kahan would not approve of. + +Still this is a very valuable reference to go in the overview of floating point arithmetic section. + \chapter{General Notes} \section{The DOM Model} diff --git a/papers.bib b/papers.bib index e99c9c8..a37aa73 100644 --- a/papers.bib +++ b/papers.bib @@ -518,7 +518,8 @@ ISSN={1063-6889},} author = "Jim Demmel", journal = "U.C. Berkeley CS267", note = "Lecture Notes", - howpublished = "\url{http://www.cs.berkeley.edu/~demmel/cs267/lecture21/lecture21.html}" + howpublished = "\url{http://www.cs.berkeley.edu/~demmel/cs267/lecture21/lecture21.html}", + year = 1996 } @misc{grfpu_dasia, @@ -681,3 +682,47 @@ language={English} year = 2004, url = "\url{http://www.cs.unc.edu/~ibr/projects/paranoia/}" } + +%Fousse:2007:MMB:1236463.1236468, +@article{fousse2007mpfr, + author = {Fousse, Laurent and Hanrot, Guillaume and Lef\`{e}vre, Vincent and P{\'e}lissier, Patrick and Zimmermann, Paul}, + title = {MPFR: A Multiple-precision Binary Floating-point Library with Correct Rounding}, + journal = {ACM Trans. Math. Softw.}, + issue_date = {June 2007}, + volume = {33}, + number = {2}, + month = jun, + year = {2007}, + issn = {0098-3500}, + articleno = {13}, + url = {http://doi.acm.org.ezproxy.library.uwa.edu.au/10.1145/1236463.1236468}, + doi = {10.1145/1236463.1236468}, + acmid = {1236468}, + publisher = {ACM}, + address = {New York, NY, USA}, + keywords = {IEEE 754 standard, Multiple-precision arithmetic, correct rounding, elementary function, floating-point arithmetic, portable software}, +} + + +@article{kahan1996ieee754, + author = "W Kahan", + title = "Lecture Notes on the Status of IEEE Standard 754 for Binary Floating-Point Arithmetic", + url = "\url{http://http.cs.berkeley.edu/~wkahan/ieee754status/ieee754.ps}", + year = 1996, + month = May +} + +@article{kahan2007wrong, + author = "W Kahan", + title = "Why is Floating-Point Computation so Hard to Debug when it Goes Wrong?", + howpublished = "\url{http://www.cs.berkeley.edu/~wkahan/WrongR.pdf}, + year = 2007, + month = March +} + +@misc{kahanweb, + author = "W Kahan", + title = "Prof W Kahan's Webpages", + howpublished = "\url{http://www.cs.berkeley.edu/~wkahan/}" +} + diff --git a/references/fousse2007mpfr.pdf b/references/fousse2007mpfr.pdf new file mode 100644 index 0000000000000000000000000000000000000000..f031c09c1f8502afc04f379124c3a2839aa48907 GIT binary patch literal 135231 zcmdSBbzD_l*EUKk($XPpR8nBGVN;59OGzmux#@0@4yBa_2?;@31*DM_r9rw&q@)`` z&sref*7Mx&`+ev9apbr6UTe;=#u{_YF|TXRF~^clQA~mr#>R<5H#6JSi*tdG7s3v) z);Gi9=ZD}xWlgORdUmF62tx=AI8}ha*uh^Zh$aLEXXk-%^YB5mK{*JFlZ%5BtP_X8 zIp8oja3l|baREOnKpiKHixYw)AOOKZSQ&!aA^%7JT#bus^Qlfb($tu8)(0o%4?}ZZ59h%itV*u;0tL*m?hu zW*E?f-`fU*asBc9U@$&7`|sCsaI*iQj}y-Kha4v#*YEuXgLCoz zAqVGX|3eON=HJ@} zLmvk(56ACvoIJdIzqbPpEf9792H-%Ifzb~Pb{Gy+ z+RDfp!Uu>!lz?HaWNqyL;p6*$rf7$7IvMBS(1c2hY4RJf8?o!@bF&-5jo^kbBOXpe z9(^M|cDNCT0Xtj|W+d?M650S_;MhCp**TmHe0Cf;#&@%)CAz+965RkJr1Qe*+BUDTrE%ogI z6$&;8D`5i%Q)?>#^Z=g$MSlXY)3P51C_|u<)+*M(bz&ek0w@Vy0KKcO0kLwlu=wc< 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zApJ|I_$e#HFc~NYruJWyNP*)WoaP+Lv^Sj0%@#ndcV6;k!wPKKd{O5(0;(&iT4d21 zB$yOuFbTAs_CG02QNYC-q;?ud5;$1w!ar%Alg85U42zgXa4KJH>C*`&_`nnC9WP{5as0-OB-fh<{^2RuQR7fdvuL1`CfAiQ6S8bS(u$cApC@u-V8Qq&Rf# zO##hE+CcRg@I&weF$6lkU{WJ}qcLQS!~qpY`bLuoRveAmKaK|8(OqT+^(h>K3;mnT zqBWZI7Vx7}sWRDEtcSss6#Tl>41N;|^N&(xT%N%!1!%zIb8(T<)P8Ij85T~FB+X$o u84(@^20a28JP=-l0XrXwhyHbmba)ELYSUV5d`QQ!!0t +#ifndef NOSIGNAL +#include +#endif +#include + +#ifdef Single +#define FLOAT float +#define FABS(x) (float)fabs((double)(x)) +#define FLOOR(x) (float)floor((double)(x)) +#define LOG(x) (float)log((double)(x)) +#define POW(x,y) (float)pow((double)(x),(double)(y)) +#define SQRT(x) (float)sqrt((double)(x)) +#else +#define FLOAT double +#define FABS(x) fabs(x) +#define FLOOR(x) floor(x) +#define LOG(x) log(x) +#define POW(x,y) pow(x,y) +#define SQRT(x) sqrt(x) +#endif + +jmp_buf ovfl_buf; +#ifdef KR_headers +#define VOID /* void */ +#define INT /* int */ +#define FP /* FLOAT */ +#define CHARP /* char * */ +#define CHARPP /* char ** */ +extern double fabs(), floor(), log(), pow(), sqrt(); +extern void exit(); +typedef void (*Sig_type)(); +FLOAT Sign(), Random(); +extern void BadCond(); +extern void SqXMinX(); +extern void TstCond(); +extern void notify(); +extern int read(); +#else +#define VOID void +#define INT int +#define FP FLOAT +#define CHARP char * +#define CHARPP char ** +#ifdef __STDC__ +#include +#include +#else +#ifdef __cplusplus +extern "C" { +#endif +extern double fabs(double), floor(double), log(double); +extern double pow(double,double), sqrt(double); +extern void exit(INT); +#ifdef __cplusplus + } +#endif +#endif +typedef void (*Sig_type)(int); +FLOAT Sign(FLOAT), Random(void); +extern void BadCond(int, char*); +extern void SqXMinX(int); +extern void TstCond(int, int, char*); +extern void notify(char*); +extern int read(int, char*, int); +#endif +#undef V9 +extern void Characteristics(VOID); +extern void Heading(VOID); +extern void History(VOID); +extern void Instructions(VOID); +extern void IsYeqX(VOID); +extern void NewD(VOID); +extern void Pause(VOID); +extern void PrintIfNPositive(VOID); +extern void SR3750(VOID); +extern void SR3980(VOID); +extern void TstPtUf(VOID); + +Sig_type sigsave; + +#define KEYBOARD 0 + +FLOAT Radix, BInvrse, RadixD2, BMinusU2; + +/*Small floating point constants.*/ +FLOAT Zero = 0.0; +FLOAT Half = 0.5; +FLOAT One = 1.0; +FLOAT Two = 2.0; +FLOAT Three = 3.0; +FLOAT Four = 4.0; +FLOAT Five = 5.0; +FLOAT Eight = 8.0; +FLOAT Nine = 9.0; +FLOAT TwentySeven = 27.0; +FLOAT ThirtyTwo = 32.0; +FLOAT TwoForty = 240.0; +FLOAT MinusOne = -1.0; +FLOAT OneAndHalf = 1.5; +/*Integer constants*/ +int NoTrials = 20; /*Number of tests for commutativity. */ +#define False 0 +#define True 1 + +/* Definitions for declared types + Guard == (Yes, No); + Rounding == (Chopped, Rounded, Other); + Message == packed array [1..40] of char; + Class == (Flaw, Defect, Serious, Failure); + */ +#define Yes 1 +#define No 0 +#define Chopped 2 +#define Rounded 1 +#define Other 0 +#define Flaw 3 +#define Defect 2 +#define Serious 1 +#define Failure 0 +typedef int Guard, Rounding, Class; +typedef char Message; + +/* Declarations of Variables */ +int Indx; +char ch[8]; +FLOAT AInvrse, A1; +FLOAT C, CInvrse; +FLOAT D, FourD; +FLOAT E0, E1, Exp2, E3, MinSqEr; +FLOAT SqEr, MaxSqEr, E9; +FLOAT Third; +FLOAT F6, F9; +FLOAT H, HInvrse; +int I; +FLOAT StickyBit, J; +FLOAT MyZero; +FLOAT Precision; +FLOAT Q, Q9; +FLOAT R, Random9; +FLOAT T, Underflow, S; +FLOAT OneUlp, UfThold, U1, U2; +FLOAT V, V0, V9; +FLOAT W; +FLOAT X, X1, X2, X8, Random1; +FLOAT Y, Y1, Y2, Random2; +FLOAT Z, PseudoZero, Z1, Z2, Z9; +int ErrCnt[4]; +int fpecount; +int Milestone; +int PageNo; +int M, N, N1; +Guard GMult, GDiv, GAddSub; +Rounding RMult, RDiv, RAddSub, RSqrt; +int Break, Done, NotMonot, Monot, Anomaly, IEEE, + SqRWrng, UfNGrad; +/* Computed constants. */ +/*U1 gap below 1.0, i.e, 1.0-U1 is next number below 1.0 */ +/*U2 gap above 1.0, i.e, 1.0+U2 is next number above 1.0 */ + +/* floating point exception receiver */ + void +sigfpe(INT x) +{ + fpecount++; + printf("\n* * * FLOATING-POINT ERROR %d * * *\n", x); + fflush(stdout); + if (sigsave) { +#ifndef NOSIGNAL + signal(SIGFPE, sigsave); +#endif + sigsave = 0; + longjmp(ovfl_buf, 1); + } + exit(1); +} + +main(VOID) +{ + /* First two assignments use integer right-hand sides. */ + Zero = 0; + One = 1; + Two = One + One; + Three = Two + One; + Four = Three + One; + Five = Four + One; + Eight = Four + Four; + Nine = Three * Three; + TwentySeven = Nine * Three; + ThirtyTwo = Four * Eight; + TwoForty = Four * Five * Three * Four; + MinusOne = -One; + Half = One / Two; + OneAndHalf = One + Half; + ErrCnt[Failure] = 0; + ErrCnt[Serious] = 0; + ErrCnt[Defect] = 0; + ErrCnt[Flaw] = 0; + PageNo = 1; + /*=============================================*/ + Milestone = 0; + /*=============================================*/ +#ifndef NOSIGNAL + signal(SIGFPE, sigfpe); +#endif + Instructions(); + Pause(); + Heading(); + Pause(); + Characteristics(); + Pause(); + History(); + Pause(); + /*=============================================*/ + Milestone = 7; + /*=============================================*/ + printf("Program is now RUNNING tests on small integers:\n"); + + TstCond (Failure, (Zero + Zero == Zero) && (One - One == Zero) + && (One > Zero) && (One + One == Two), + "0+0 != 0, 1-1 != 0, 1 <= 0, or 1+1 != 2"); + Z = - Zero; + if (Z != 0.0) { + ErrCnt[Failure] = ErrCnt[Failure] + 1; + printf("Comparison alleges that -0.0 is Non-zero!\n"); + U2 = 0.001; + Radix = 1; + TstPtUf(); + } + TstCond (Failure, (Three == Two + One) && (Four == Three + One) + && (Four + Two * (- Two) == Zero) + && (Four - Three - One == Zero), + "3 != 2+1, 4 != 3+1, 4+2*(-2) != 0, or 4-3-1 != 0"); + TstCond (Failure, (MinusOne == (0 - One)) + && (MinusOne + One == Zero ) && (One + MinusOne == Zero) + && (MinusOne + FABS(One) == Zero) + && (MinusOne + MinusOne * MinusOne == Zero), + "-1+1 != 0, (-1)+abs(1) != 0, or -1+(-1)*(-1) != 0"); + TstCond (Failure, Half + MinusOne + Half == Zero, + "1/2 + (-1) + 1/2 != 0"); + /*=============================================*/ + /*SPLIT + { + extern void part2(VOID), part3(VOID), part4(VOID), + part5(VOID), part6(VOID), part7(VOID); + int part8(VOID); + + part2(); + part3(); + part4(); + part5(); + part6(); + part7(); + return part8(); + } + } +#include "paranoia.h" +void part2(VOID){ +*/ + Milestone = 10; + /*=============================================*/ + TstCond (Failure, (Nine == Three * Three) + && (TwentySeven == Nine * Three) && (Eight == Four + Four) + && (ThirtyTwo == Eight * Four) + && (ThirtyTwo - TwentySeven - Four - One == Zero), + "9 != 3*3, 27 != 9*3, 32 != 8*4, or 32-27-4-1 != 0"); + TstCond (Failure, (Five == Four + One) && + (TwoForty == Four * Five * Three * Four) + && (TwoForty / Three - Four * Four * Five == Zero) + && ( TwoForty / Four - Five * Three * Four == Zero) + && ( TwoForty / Five - Four * Three * Four == Zero), + "5 != 4+1, 240/3 != 80, 240/4 != 60, or 240/5 != 48"); + if (ErrCnt[Failure] == 0) { + printf("-1, 0, 1/2, 1, 2, 3, 4, 5, 9, 27, 32 & 240 are O.K.\n"); + printf("\n"); + } + printf("Searching for Radix and Precision.\n"); + W = One; + do { + W = W + W; + Y = W + One; + Z = Y - W; + Y = Z - One; + } while (MinusOne + FABS(Y) < Zero); + /*.. now W is just big enough that |((W+1)-W)-1| >= 1 ...*/ + Precision = Zero; + Y = One; + do { + Radix = W + Y; + Y = Y + Y; + Radix = Radix - W; + } while ( Radix == Zero); + if (Radix < Two) Radix = One; + printf("Radix = %f .\n", Radix); + if (Radix != 1) { + W = One; + do { + Precision = Precision + One; + W = W * Radix; + Y = W + One; + } while ((Y - W) == One); + } + /*... now W == Radix^Precision is barely too big to satisfy (W+1)-W == 1 + ...*/ + U1 = One / W; + U2 = Radix * U1; + printf("Closest relative separation found is U1 = %.7e .\n\n", U1); + printf("Recalculating radix and precision\n "); + + /*save old values*/ + E0 = Radix; + E1 = U1; + E9 = U2; + E3 = Precision; + + X = Four / Three; + Third = X - One; + F6 = Half - Third; + X = F6 + F6; + X = FABS(X - Third); + if (X < U2) X = U2; + + /*... now X = (unknown no.) ulps of 1+...*/ + do { + U2 = X; + Y = Half * U2 + ThirtyTwo * U2 * U2; + Y = One + Y; + X = Y - One; + } while ( ! ((U2 <= X) || (X <= Zero))); + + /*... now U2 == 1 ulp of 1 + ... */ + X = Two / Three; + F6 = X - Half; + Third = F6 + F6; + X = Third - Half; + X = FABS(X + F6); + if (X < U1) X = U1; + + /*... now X == (unknown no.) ulps of 1 -... */ + do { + U1 = X; + Y = Half * U1 + ThirtyTwo * U1 * U1; + Y = Half - Y; + X = Half + Y; + Y = Half - X; + X = Half + Y; + } while ( ! ((U1 <= X) || (X <= Zero))); + /*... now U1 == 1 ulp of 1 - ... */ + if (U1 == E1) printf("confirms closest relative separation U1 .\n"); + else printf("gets better closest relative separation U1 = %.7e .\n", U1); + W = One / U1; + F9 = (Half - U1) + Half; + Radix = FLOOR(0.01 + U2 / U1); + if (Radix == E0) printf("Radix confirmed.\n"); + else printf("MYSTERY: recalculated Radix = %.7e .\n", Radix); + TstCond (Defect, Radix <= Eight + Eight, + "Radix is too big: roundoff problems"); + TstCond (Flaw, (Radix == Two) || (Radix == 10) + || (Radix == One), "Radix is not as good as 2 or 10"); + /*=============================================*/ + Milestone = 20; + /*=============================================*/ + TstCond (Failure, F9 - Half < Half, + "(1-U1)-1/2 < 1/2 is FALSE, prog. fails?"); + X = F9; + I = 1; + Y = X - Half; + Z = Y - Half; + TstCond (Failure, (X != One) + || (Z == Zero), "Comparison is fuzzy,X=1 but X-1/2-1/2 != 0"); + X = One + U2; + I = 0; + /*=============================================*/ + Milestone = 25; + /*=============================================*/ + /*... BMinusU2 = nextafter(Radix, 0) */ + BMinusU2 = Radix - One; + BMinusU2 = (BMinusU2 - U2) + One; + /* Purify Integers */ + if (Radix != One) { + X = - TwoForty * LOG(U1) / LOG(Radix); + Y = FLOOR(Half + X); + if (FABS(X - Y) * Four < One) X = Y; + Precision = X / TwoForty; + Y = FLOOR(Half + Precision); + if (FABS(Precision - Y) * TwoForty < Half) Precision = Y; + } + if ((Precision != FLOOR(Precision)) || (Radix == One)) { + printf("Precision cannot be characterized by an Integer number\n"); + printf("of significant digits but, by itself, this is a minor flaw.\n"); + } + if (Radix == One) + printf("logarithmic encoding has precision characterized solely by U1.\n"); + else printf("The number of significant digits of the Radix is %f .\n", + Precision); + TstCond (Serious, U2 * Nine * Nine * TwoForty < One, + "Precision worse than 5 decimal figures "); + /*=============================================*/ + Milestone = 30; + /*=============================================*/ + /* Test for extra-precise subepressions */ + X = FABS(((Four / Three - One) - One / Four) * Three - One / Four); + do { + Z2 = X; + X = (One + (Half * Z2 + ThirtyTwo * Z2 * Z2)) - One; + } while ( ! ((Z2 <= X) || (X <= Zero))); + X = Y = Z = FABS((Three / Four - Two / Three) * Three - One / Four); + do { + Z1 = Z; + Z = (One / Two - ((One / Two - (Half * Z1 + ThirtyTwo * Z1 * Z1)) + + One / Two)) + One / Two; + } while ( ! ((Z1 <= Z) || (Z <= Zero))); + do { + do { + Y1 = Y; + Y = (Half - ((Half - (Half * Y1 + ThirtyTwo * Y1 * Y1)) + Half + )) + Half; + } while ( ! ((Y1 <= Y) || (Y <= Zero))); + X1 = X; + X = ((Half * X1 + ThirtyTwo * X1 * X1) - F9) + F9; + } while ( ! ((X1 <= X) || (X <= Zero))); + if ((X1 != Y1) || (X1 != Z1)) { + BadCond(Serious, "Disagreements among the values X1, Y1, Z1,\n"); + printf("respectively %.7e, %.7e, %.7e,\n", X1, Y1, Z1); + printf("are symptoms of inconsistencies introduced\n"); + printf("by extra-precise evaluation of arithmetic subexpressions.\n"); + notify("Possibly some part of this"); + if ((X1 == U1) || (Y1 == U1) || (Z1 == U1)) printf( + "That feature is not tested further by this program.\n") ; + } + else { + if ((Z1 != U1) || (Z2 != U2)) { + if ((Z1 >= U1) || (Z2 >= U2)) { + BadCond(Failure, ""); + notify("Precision"); + printf("\tU1 = %.7e, Z1 - U1 = %.7e\n",U1,Z1-U1); + printf("\tU2 = %.7e, Z2 - U2 = %.7e\n",U2,Z2-U2); + } + else { + if ((Z1 <= Zero) || (Z2 <= Zero)) { + printf("Because of unusual Radix = %f", Radix); + printf(", or exact rational arithmetic a result\n"); + printf("Z1 = %.7e, or Z2 = %.7e ", Z1, Z2); + notify("of an\nextra-precision"); + } + if (Z1 != Z2 || Z1 > Zero) { + X = Z1 / U1; + Y = Z2 / U2; + if (Y > X) X = Y; + Q = - LOG(X); + printf("Some subexpressions appear to be calculated extra\n"); + printf("precisely with about %g extra B-digits, i.e.\n", + (Q / LOG(Radix))); + printf("roughly %g extra significant decimals.\n", + Q / LOG(10.)); + } + printf("That feature is not tested further by this program.\n"); + } + } + } + Pause(); + /*=============================================*/ + /*SPLIT + } +#include "paranoia.h" +void part3(VOID){ +*/ + Milestone = 35; + /*=============================================*/ + if (Radix >= Two) { + X = W / (Radix * Radix); + Y = X + One; + Z = Y - X; + T = Z + U2; + X = T - Z; + TstCond (Failure, X == U2, + "Subtraction is not normalized X=Y,X+Z != Y+Z!"); + if (X == U2) printf( + "Subtraction appears to be normalized, as it should be."); + } + printf("\nChecking for guard digit in *, /, and -.\n"); + Y = F9 * One; + Z = One * F9; + X = F9 - Half; + Y = (Y - Half) - X; + Z = (Z - Half) - X; + X = One + U2; + T = X * Radix; + R = Radix * X; + X = T - Radix; + X = X - Radix * U2; + T = R - Radix; + T = T - Radix * U2; + X = X * (Radix - One); + T = T * (Radix - One); + if ((X == Zero) && (Y == Zero) && (Z == Zero) && (T == Zero)) GMult = Yes; + else { + GMult = No; + TstCond (Serious, False, + "* lacks a Guard Digit, so 1*X != X"); + } + Z = Radix * U2; + X = One + Z; + Y = FABS((X + Z) - X * X) - U2; + X = One - U2; + Z = FABS((X - U2) - X * X) - U1; + TstCond (Failure, (Y <= Zero) + && (Z <= Zero), "* gets too many final digits wrong.\n"); + Y = One - U2; + X = One + U2; + Z = One / Y; + Y = Z - X; + X = One / Three; + Z = Three / Nine; + X = X - Z; + T = Nine / TwentySeven; + Z = Z - T; + TstCond(Defect, X == Zero && Y == Zero && Z == Zero, + "Division lacks a Guard Digit, so error can exceed 1 ulp\n\ +or 1/3 and 3/9 and 9/27 may disagree"); + Y = F9 / One; + X = F9 - Half; + Y = (Y - Half) - X; + X = One + U2; + T = X / One; + X = T - X; + if ((X == Zero) && (Y == Zero) && (Z == Zero)) GDiv = Yes; + else { + GDiv = No; + TstCond (Serious, False, + "Division lacks a Guard Digit, so X/1 != X"); + } + X = One / (One + U2); + Y = X - Half - Half; + TstCond (Serious, Y < Zero, + "Computed value of 1/1.000..1 >= 1"); + X = One - U2; + Y = One + Radix * U2; + Z = X * Radix; + T = Y * Radix; + R = Z / Radix; + StickyBit = T / Radix; + X = R - X; + Y = StickyBit - Y; + TstCond (Failure, X == Zero && Y == Zero, + "* and/or / gets too many last digits wrong"); + Y = One - U1; + X = One - F9; + Y = One - Y; + T = Radix - U2; + Z = Radix - BMinusU2; + T = Radix - T; + if ((X == U1) && (Y == U1) && (Z == U2) && (T == U2)) GAddSub = Yes; + else { + GAddSub = No; + TstCond (Serious, False, + "- lacks Guard Digit, so cancellation is obscured"); + } + if (F9 != One && F9 - One >= Zero) { + BadCond(Serious, "comparison alleges (1-U1) < 1 although\n"); + printf(" subtraction yields (1-U1) - 1 = 0 , thereby vitiating\n"); + printf(" such precautions against division by zero as\n"); + printf(" ... if (X == 1.0) {.....} else {.../(X-1.0)...}\n"); + } + if (GMult == Yes && GDiv == Yes && GAddSub == Yes) printf( + " *, /, and - appear to have guard digits, as they should.\n"); + /*=============================================*/ + Milestone = 40; + /*=============================================*/ + Pause(); + printf("Checking rounding on multiply, divide and add/subtract.\n"); + RMult = Other; + RDiv = Other; + RAddSub = Other; + RadixD2 = Radix / Two; + A1 = Two; + Done = False; + do { + AInvrse = Radix; + do { + X = AInvrse; + AInvrse = AInvrse / A1; + } while ( ! (FLOOR(AInvrse) != AInvrse)); + Done = (X == One) || (A1 > Three); + if (! Done) A1 = Nine + One; + } while ( ! (Done)); + if (X == One) A1 = Radix; + AInvrse = One / A1; + X = A1; + Y = AInvrse; + Done = False; + do { + Z = X * Y - Half; + TstCond (Failure, Z == Half, + "X * (1/X) differs from 1"); + Done = X == Radix; + X = Radix; + Y = One / X; + } while ( ! (Done)); + Y2 = One + U2; + Y1 = One - U2; + X = OneAndHalf - U2; + Y = OneAndHalf + U2; + Z = (X - U2) * Y2; + T = Y * Y1; + Z = Z - X; + T = T - X; + X = X * Y2; + Y = (Y + U2) * Y1; + X = X - OneAndHalf; + Y = Y - OneAndHalf; + if ((X == Zero) && (Y == Zero) && (Z == Zero) && (T <= Zero)) { + X = (OneAndHalf + U2) * Y2; + Y = OneAndHalf - U2 - U2; + Z = OneAndHalf + U2 + U2; + T = (OneAndHalf - U2) * Y1; + X = X - (Z + U2); + StickyBit = Y * Y1; + S = Z * Y2; + T = T - Y; + Y = (U2 - Y) + StickyBit; + Z = S - (Z + U2 + U2); + StickyBit = (Y2 + U2) * Y1; + Y1 = Y2 * Y1; + StickyBit = StickyBit - Y2; + Y1 = Y1 - Half; + if ((X == Zero) && (Y == Zero) && (Z == Zero) && (T == Zero) + && ( StickyBit == Zero) && (Y1 == Half)) { + RMult = Rounded; + printf("Multiplication appears to round correctly.\n"); + } + else if ((X + U2 == Zero) && (Y < Zero) && (Z + U2 == Zero) + && (T < Zero) && (StickyBit + U2 == Zero) + && (Y1 < Half)) { + RMult = Chopped; + printf("Multiplication appears to chop.\n"); + } + else printf("* is neither chopped nor correctly rounded.\n"); + if ((RMult == Rounded) && (GMult == No)) notify("Multiplication"); + } + else printf("* is neither chopped nor correctly rounded.\n"); + /*=============================================*/ + Milestone = 45; + /*=============================================*/ + Y2 = One + U2; + Y1 = One - U2; + Z = OneAndHalf + U2 + U2; + X = Z / Y2; + T = OneAndHalf - U2 - U2; + Y = (T - U2) / Y1; + Z = (Z + U2) / Y2; + X = X - OneAndHalf; + Y = Y - T; + T = T / Y1; + Z = Z - (OneAndHalf + U2); + T = (U2 - OneAndHalf) + T; + if (! ((X > Zero) || (Y > Zero) || (Z > Zero) || (T > Zero))) { + X = OneAndHalf / Y2; + Y = OneAndHalf - U2; + Z = OneAndHalf + U2; + X = X - Y; + T = OneAndHalf / Y1; + Y = Y / Y1; + T = T - (Z + U2); + Y = Y - Z; + Z = Z / Y2; + Y1 = (Y2 + U2) / Y2; + Z = Z - OneAndHalf; + Y2 = Y1 - Y2; + Y1 = (F9 - U1) / F9; + if ((X == Zero) && (Y == Zero) && (Z == Zero) && (T == Zero) + && (Y2 == Zero) && (Y2 == Zero) + && (Y1 - Half == F9 - Half )) { + RDiv = Rounded; + printf("Division appears to round correctly.\n"); + if (GDiv == No) notify("Division"); + } + else if ((X < Zero) && (Y < Zero) && (Z < Zero) && (T < Zero) + && (Y2 < Zero) && (Y1 - Half < F9 - Half)) { + RDiv = Chopped; + printf("Division appears to chop.\n"); + } + } + if (RDiv == Other) printf("/ is neither chopped nor correctly rounded.\n"); + BInvrse = One / Radix; + TstCond (Failure, (BInvrse * Radix - Half == Half), + "Radix * ( 1 / Radix ) differs from 1"); + /*=============================================*/ + /*SPLIT + } +#include "paranoia.h" +void part4(VOID){ +*/ + Milestone = 50; + /*=============================================*/ + TstCond (Failure, ((F9 + U1) - Half == Half) + && ((BMinusU2 + U2 ) - One == Radix - One), + "Incomplete carry-propagation in Addition"); + X = One - U1 * U1; + Y = One + U2 * (One - U2); + Z = F9 - Half; + X = (X - Half) - Z; + Y = Y - One; + if ((X == Zero) && (Y == Zero)) { + RAddSub = Chopped; + printf("Add/Subtract appears to be chopped.\n"); + } + if (GAddSub == Yes) { + X = (Half + U2) * U2; + Y = (Half - U2) * U2; + X = One + X; + Y = One + Y; + X = (One + U2) - X; + Y = One - Y; + if ((X == Zero) && (Y == Zero)) { + X = (Half + U2) * U1; + Y = (Half - U2) * U1; + X = One - X; + Y = One - Y; + X = F9 - X; + Y = One - Y; + if ((X == Zero) && (Y == Zero)) { + RAddSub = Rounded; + printf("Addition/Subtraction appears to round correctly.\n"); + if (GAddSub == No) notify("Add/Subtract"); + } + else printf("Addition/Subtraction neither rounds nor chops.\n"); + } + else printf("Addition/Subtraction neither rounds nor chops.\n"); + } + else printf("Addition/Subtraction neither rounds nor chops.\n"); + S = One; + X = One + Half * (One + Half); + Y = (One + U2) * Half; + Z = X - Y; + T = Y - X; + StickyBit = Z + T; + if (StickyBit != Zero) { + S = Zero; + BadCond(Flaw, "(X - Y) + (Y - X) is non zero!\n"); + } + StickyBit = Zero; + if ((GMult == Yes) && (GDiv == Yes) && (GAddSub == Yes) + && (RMult == Rounded) && (RDiv == Rounded) + && (RAddSub == Rounded) && (FLOOR(RadixD2) == RadixD2)) { + printf("Checking for sticky bit.\n"); + X = (Half + U1) * U2; + Y = Half * U2; + Z = One + Y; + T = One + X; + if ((Z - One <= Zero) && (T - One >= U2)) { + Z = T + Y; + Y = Z - X; + if ((Z - T >= U2) && (Y - T == Zero)) { + X = (Half + U1) * U1; + Y = Half * U1; + Z = One - Y; + T = One - X; + if ((Z - One == Zero) && (T - F9 == Zero)) { + Z = (Half - U1) * U1; + T = F9 - Z; + Q = F9 - Y; + if ((T - F9 == Zero) && (F9 - U1 - Q == Zero)) { + Z = (One + U2) * OneAndHalf; + T = (OneAndHalf + U2) - Z + U2; + X = One + Half / Radix; + Y = One + Radix * U2; + Z = X * Y; + if (T == Zero && X + Radix * U2 - Z == Zero) { + if (Radix != Two) { + X = Two + U2; + Y = X / Two; + if ((Y - One == Zero)) StickyBit = S; + } + else StickyBit = S; + } + } + } + } + } + } + if (StickyBit == One) printf("Sticky bit apparently used correctly.\n"); + else printf("Sticky bit used incorrectly or not at all.\n"); + TstCond (Flaw, !(GMult == No || GDiv == No || GAddSub == No || + RMult == Other || RDiv == Other || RAddSub == Other), + "lack(s) of guard digits or failure(s) to correctly round or chop\n\ +(noted above) count as one flaw in the final tally below"); + /*=============================================*/ + Milestone = 60; + /*=============================================*/ + printf("\n"); + printf("Does Multiplication commute? "); + printf("Testing on %d random pairs.\n", NoTrials); + Random9 = SQRT(3.0); + Random1 = Third; + I = 1; + do { + X = Random(); + Y = Random(); + Z9 = Y * X; + Z = X * Y; + Z9 = Z - Z9; + I = I + 1; + } while ( ! ((I > NoTrials) || (Z9 != Zero))); + if (I == NoTrials) { + Random1 = One + Half / Three; + Random2 = (U2 + U1) + One; + Z = Random1 * Random2; + Y = Random2 * Random1; + Z9 = (One + Half / Three) * ((U2 + U1) + One) - (One + Half / + Three) * ((U2 + U1) + One); + } + if (! ((I == NoTrials) || (Z9 == Zero))) + BadCond(Defect, "X * Y == Y * X trial fails.\n"); + else printf(" No failures found in %d integer pairs.\n", NoTrials); + /*=============================================*/ + Milestone = 70; + /*=============================================*/ + printf("\nRunning test of square root(x).\n"); + TstCond (Failure, (Zero == SQRT(Zero)) + && (- Zero == SQRT(- Zero)) + && (One == SQRT(One)), "Square root of 0.0, -0.0 or 1.0 wrong"); + MinSqEr = Zero; + MaxSqEr = Zero; + J = Zero; + X = Radix; + OneUlp = U2; + SqXMinX (Serious); + X = BInvrse; + OneUlp = BInvrse * U1; + SqXMinX (Serious); + X = U1; + OneUlp = U1 * U1; + SqXMinX (Serious); + if (J != Zero) Pause(); + printf("Testing if sqrt(X * X) == X for %d Integers X.\n", NoTrials); + J = Zero; + X = Two; + Y = Radix; + if ((Radix != One)) do { + X = Y; + Y = Radix * Y; + } while ( ! ((Y - X >= NoTrials))); + OneUlp = X * U2; + I = 1; + while (I <= NoTrials) { + X = X + One; + SqXMinX (Defect); + if (J > Zero) break; + I = I + 1; + } + printf("Test for sqrt monotonicity.\n"); + I = - 1; + X = BMinusU2; + Y = Radix; + Z = Radix + Radix * U2; + NotMonot = False; + Monot = False; + while ( ! (NotMonot || Monot)) { + I = I + 1; + X = SQRT(X); + Q = SQRT(Y); + Z = SQRT(Z); + if ((X > Q) || (Q > Z)) NotMonot = True; + else { + Q = FLOOR(Q + Half); + if (!(I > 0 || Radix == Q * Q)) Monot = True; + else if (I > 0) { + if (I > 1) Monot = True; + else { + Y = Y * BInvrse; + X = Y - U1; + Z = Y + U1; + } + } + else { + Y = Q; + X = Y - U2; + Z = Y + U2; + } + } + } + if (Monot) printf("sqrt has passed a test for Monotonicity.\n"); + else { + BadCond(Defect, ""); + printf("sqrt(X) is non-monotonic for X near %.7e .\n", Y); + } + /*=============================================*/ + /*SPLIT + } +#include "paranoia.h" +void part5(VOID){ +*/ + Milestone = 80; + /*=============================================*/ + MinSqEr = MinSqEr + Half; + MaxSqEr = MaxSqEr - Half; + Y = (SQRT(One + U2) - One) / U2; + SqEr = (Y - One) + U2 / Eight; + if (SqEr > MaxSqEr) MaxSqEr = SqEr; + SqEr = Y + U2 / Eight; + if (SqEr < MinSqEr) MinSqEr = SqEr; + Y = ((SQRT(F9) - U2) - (One - U2)) / U1; + SqEr = Y + U1 / Eight; + if (SqEr > MaxSqEr) MaxSqEr = SqEr; + SqEr = (Y + One) + U1 / Eight; + if (SqEr < MinSqEr) MinSqEr = SqEr; + OneUlp = U2; + X = OneUlp; + for( Indx = 1; Indx <= 3; ++Indx) { + Y = SQRT((X + U1 + X) + F9); + Y = ((Y - U2) - ((One - U2) + X)) / OneUlp; + Z = ((U1 - X) + F9) * Half * X * X / OneUlp; + SqEr = (Y + Half) + Z; + if (SqEr < MinSqEr) MinSqEr = SqEr; + SqEr = (Y - Half) + Z; + if (SqEr > MaxSqEr) MaxSqEr = SqEr; + if (((Indx == 1) || (Indx == 3))) + X = OneUlp * Sign (X) * FLOOR(Eight / (Nine * SQRT(OneUlp))); + else { + OneUlp = U1; + X = - OneUlp; + } + } + /*=============================================*/ + Milestone = 85; + /*=============================================*/ + SqRWrng = False; + Anomaly = False; + RSqrt = Other; /* ~dgh */ + if (Radix != One) { + printf("Testing whether sqrt is rounded or chopped.\n"); + D = FLOOR(Half + POW(Radix, One + Precision - FLOOR(Precision))); + /* ... == Radix^(1 + fract) if (Precision == Integer + fract. */ + X = D / Radix; + Y = D / A1; + if ((X != FLOOR(X)) || (Y != FLOOR(Y))) { + Anomaly = True; + } + else { + X = Zero; + Z2 = X; + Y = One; + Y2 = Y; + Z1 = Radix - One; + FourD = Four * D; + do { + if (Y2 > Z2) { + Q = Radix; + Y1 = Y; + do { + X1 = FABS(Q + FLOOR(Half - Q / Y1) * Y1); + Q = Y1; + Y1 = X1; + } while ( ! (X1 <= Zero)); + if (Q <= One) { + Z2 = Y2; + Z = Y; + } + } + Y = Y + Two; + X = X + Eight; + Y2 = Y2 + X; + if (Y2 >= FourD) Y2 = Y2 - FourD; + } while ( ! (Y >= D)); + X8 = FourD - Z2; + Q = (X8 + Z * Z) / FourD; + X8 = X8 / Eight; + if (Q != FLOOR(Q)) Anomaly = True; + else { + Break = False; + do { + X = Z1 * Z; + X = X - FLOOR(X / Radix) * Radix; + if (X == One) + Break = True; + else + Z1 = Z1 - One; + } while ( ! (Break || (Z1 <= Zero))); + if ((Z1 <= Zero) && (! Break)) Anomaly = True; + else { + if (Z1 > RadixD2) Z1 = Z1 - Radix; + do { + NewD(); + } while ( ! (U2 * D >= F9)); + if (D * Radix - D != W - D) Anomaly = True; + else { + Z2 = D; + I = 0; + Y = D + (One + Z) * Half; + X = D + Z + Q; + SR3750(); + Y = D + (One - Z) * Half + D; + X = D - Z + D; + X = X + Q + X; + SR3750(); + NewD(); + if (D - Z2 != W - Z2) Anomaly = True; + else { + Y = (D - Z2) + (Z2 + (One - Z) * Half); + X = (D - Z2) + (Z2 - Z + Q); + SR3750(); + Y = (One + Z) * Half; + X = Q; + SR3750(); + if (I == 0) Anomaly = True; + } + } + } + } + } + if ((I == 0) || Anomaly) { + BadCond(Failure, "Anomalous arithmetic with Integer < "); + printf("Radix^Precision = %.7e\n", W); + printf(" fails test whether sqrt rounds or chops.\n"); + SqRWrng = True; + } + } + if (! Anomaly) { + if (! ((MinSqEr < Zero) || (MaxSqEr > Zero))) { + RSqrt = Rounded; + printf("Square root appears to be correctly rounded.\n"); + } + else { + if ((MaxSqEr + U2 > U2 - Half) || (MinSqEr > Half) + || (MinSqEr + Radix < Half)) SqRWrng = True; + else { + RSqrt = Chopped; + printf("Square root appears to be chopped.\n"); + } + } + } + if (SqRWrng) { + printf("Square root is neither chopped nor correctly rounded.\n"); + printf("Observed errors run from %.7e ", MinSqEr - Half); + printf("to %.7e ulps.\n", Half + MaxSqEr); + TstCond (Serious, MaxSqEr - MinSqEr < Radix * Radix, + "sqrt gets too many last digits wrong"); + } + /*=============================================*/ + Milestone = 90; + /*=============================================*/ + Pause(); + printf("Testing powers Z^i for small Integers Z and i.\n"); + N = 0; + /* ... test powers of zero. */ + I = 0; + Z = -Zero; + M = 3; + Break = False; + do { + X = One; + SR3980(); + if (I <= 10) { + I = 1023; + SR3980(); + } + if (Z == MinusOne) Break = True; + else { + Z = MinusOne; + /* .. if(-1)^N is invalid, replace MinusOne by One. */ + I = - 4; + } + } while ( ! Break); + PrintIfNPositive(); + N1 = N; + N = 0; + Z = A1; + M = (int)FLOOR(Two * LOG(W) / LOG(A1)); + Break = False; + do { + X = Z; + I = 1; + SR3980(); + if (Z == AInvrse) Break = True; + else Z = AInvrse; + } while ( ! (Break)); + /*=============================================*/ + Milestone = 100; + /*=============================================*/ + /* Powers of Radix have been tested, */ + /* next try a few primes */ + M = NoTrials; + Z = Three; + do { + X = Z; + I = 1; + SR3980(); + do { + Z = Z + Two; + } while ( Three * FLOOR(Z / Three) == Z ); + } while ( Z < Eight * Three ); + if (N > 0) { + printf("Errors like this may invalidate financial calculations\n"); + printf("\tinvolving interest rates.\n"); + } + PrintIfNPositive(); + N += N1; + if (N == 0) printf("... no discrepancies found.\n"); + if (N > 0) Pause(); + else printf("\n"); + /*=============================================*/ + /*SPLIT + } +#include "paranoia.h" +void part6(VOID){ +*/ + Milestone = 110; + /*=============================================*/ + printf("Seeking Underflow thresholds UfThold and E0.\n"); + D = U1; + if (Precision != FLOOR(Precision)) { + D = BInvrse; + X = Precision; + do { + D = D * BInvrse; + X = X - One; + } while ( X > Zero); + } + Y = One; + Z = D; + /* ... D is power of 1/Radix < 1. */ + do { + C = Y; + Y = Z; + Z = Y * Y; + } while ((Y > Z) && (Z + Z > Z)); + Y = C; + Z = Y * D; + do { + C = Y; + Y = Z; + Z = Y * D; + } while ((Y > Z) && (Z + Z > Z)); + if (Radix < Two) HInvrse = Two; + else HInvrse = Radix; + H = One / HInvrse; + /* ... 1/HInvrse == H == Min(1/Radix, 1/2) */ + CInvrse = One / C; + E0 = C; + Z = E0 * H; + /* ...1/Radix^(BIG Integer) << 1 << CInvrse == 1/C */ + do { + Y = E0; + E0 = Z; + Z = E0 * H; + } while ((E0 > Z) && (Z + Z > Z)); + UfThold = E0; + E1 = Zero; + Q = Zero; + E9 = U2; + S = One + E9; + D = C * S; + if (D <= C) { + E9 = Radix * U2; + S = One + E9; + D = C * S; + if (D <= C) { + BadCond(Failure, "multiplication gets too many last digits wrong.\n"); + Underflow = E0; + Y1 = Zero; + PseudoZero = Z; + Pause(); + } + } + else { + Underflow = D; + PseudoZero = Underflow * H; + UfThold = Zero; + do { + Y1 = Underflow; + Underflow = PseudoZero; + if (E1 + E1 <= E1) { + Y2 = Underflow * HInvrse; + E1 = FABS(Y1 - Y2); + Q = Y1; + if ((UfThold == Zero) && (Y1 != Y2)) UfThold = Y1; + } + PseudoZero = PseudoZero * H; + } while ((Underflow > PseudoZero) + && (PseudoZero + PseudoZero > PseudoZero)); + } + /* Comment line 4530 .. 4560 */ + if (PseudoZero != Zero) { + printf("\n"); + Z = PseudoZero; + /* ... Test PseudoZero for "phoney- zero" violates */ + /* ... PseudoZero < Underflow or PseudoZero < PseudoZero + PseudoZero + ... */ + if (PseudoZero <= Zero) { + BadCond(Failure, "Positive expressions can underflow to an\n"); + printf("allegedly negative value\n"); + printf("PseudoZero that prints out as: %g .\n", PseudoZero); + X = - PseudoZero; + if (X <= Zero) { + printf("But -PseudoZero, which should be\n"); + printf("positive, isn't; it prints out as %g .\n", X); + } + } + else { + BadCond(Flaw, "Underflow can stick at an allegedly positive\n"); + printf("value PseudoZero that prints out as %g .\n", PseudoZero); + } + TstPtUf(); + } + /*=============================================*/ + Milestone = 120; + /*=============================================*/ + if (CInvrse * Y > CInvrse * Y1) { + S = H * S; + E0 = Underflow; + } + if (! ((E1 == Zero) || (E1 == E0))) { + BadCond(Defect, ""); + if (E1 < E0) { + printf("Products underflow at a higher"); + printf(" threshold than differences.\n"); + if (PseudoZero == Zero) + E0 = E1; + } + else { + printf("Difference underflows at a higher"); + printf(" threshold than products.\n"); + } + } + printf("Smallest strictly positive number found is E0 = %g .\n", E0); + Z = E0; + TstPtUf(); + Underflow = E0; + if (N == 1) Underflow = Y; + I = 4; + if (E1 == Zero) I = 3; + if (UfThold == Zero) I = I - 2; + UfNGrad = True; + switch (I) { + case 1: + UfThold = Underflow; + if ((CInvrse * Q) != ((CInvrse * Y) * S)) { + UfThold = Y; + BadCond(Failure, "Either accuracy deteriorates as numbers\n"); + printf("approach a threshold = %.17e\n", UfThold);; + printf(" coming down from %.17e\n", C); + printf(" or else multiplication gets too many last digits wrong.\n"); + } + Pause(); + break; + + case 2: + BadCond(Failure, "Underflow confuses Comparison, which alleges that\n"); + printf("Q == Y while denying that |Q - Y| == 0; these values\n"); + printf("print out as Q = %.17e, Y = %.17e .\n", Q, Y2); + printf ("|Q - Y| = %.17e .\n" , FABS(Q - Y2)); + UfThold = Q; + break; + + case 3: + X = X; + break; + + case 4: + if ((Q == UfThold) && (E1 == E0) + && (FABS( UfThold - E1 / E9) <= E1)) { + UfNGrad = False; + printf("Underflow is gradual; it incurs Absolute Error =\n"); + printf("(roundoff in UfThold) < E0.\n"); + Y = E0 * CInvrse; + Y = Y * (OneAndHalf + U2); + X = CInvrse * (One + U2); + Y = Y / X; + IEEE = (Y == E0); + } + } + if (UfNGrad) { + printf("\n"); + sigsave = sigfpe; + if (setjmp(ovfl_buf)) { + printf("Underflow / UfThold failed!\n"); + R = H + H; + } + else R = SQRT(Underflow / UfThold); + sigsave = 0; + if (R <= H) { + Z = R * UfThold; + X = Z * (One + R * H * (One + H)); + } + else { + Z = UfThold; + X = Z * (One + H * H * (One + H)); + } + if (! ((X == Z) || (X - Z != Zero))) { + BadCond(Flaw, ""); + printf("X = %.17e\n\tis not equal to Z = %.17e .\n", X, Z); + Z9 = X - Z; + printf("yet X - Z yields %.17e .\n", Z9); + printf(" Should this NOT signal Underflow, "); + printf("this is a SERIOUS DEFECT\nthat causes "); + printf("confusion when innocent statements like\n");; + printf(" if (X == Z) ... else"); + printf(" ... (f(X) - f(Z)) / (X - Z) ...\n"); + printf("encounter Division by Zero although actually\n"); + sigsave = sigfpe; + if (setjmp(ovfl_buf)) printf("X / Z fails!\n"); + else printf("X / Z = 1 + %g .\n", (X / Z - Half) - Half); + sigsave = 0; + } + } + printf("The Underflow threshold is %.17e, %s\n", UfThold, + " below which"); + printf("calculation may suffer larger Relative error than "); + printf("merely roundoff.\n"); + Y2 = U1 * U1; + Y = Y2 * Y2; + Y2 = Y * U1; + if (Y2 <= UfThold) { + if (Y > E0) { + BadCond(Defect, ""); + I = 5; + } + else { + BadCond(Serious, ""); + I = 4; + } + printf("Range is too narrow; U1^%d Underflows.\n", I); + } + /*=============================================*/ + /*SPLIT + } +#include "paranoia.h" +void part7(VOID){ +*/ + Milestone = 130; + /*=============================================*/ + Y = - FLOOR(Half - TwoForty * LOG(UfThold) / LOG(HInvrse)) / TwoForty; + Y2 = Y + Y; + printf("Since underflow occurs below the threshold\n"); + printf("UfThold = (%.17e) ^ (%.17e)\nonly underflow ", HInvrse, Y); + printf("should afflict the expression\n\t(%.17e) ^ (%.17e);\n", + HInvrse, Y2); + printf("actually calculating yields:"); + if (setjmp(ovfl_buf)) { + sigsave = 0; + BadCond(Serious, "trap on underflow.\n"); + } + else { + sigsave = sigfpe; + V9 = POW(HInvrse, Y2); + sigsave = 0; + printf(" %.17e .\n", V9); + if (! ((V9 >= Zero) && (V9 <= (Radix + Radix + E9) * UfThold))) { + BadCond(Serious, "this is not between 0 and underflow\n"); + printf(" threshold = %.17e .\n", UfThold); + } + else if (! (V9 > UfThold * (One + E9))) + printf("This computed value is O.K.\n"); + else { + BadCond(Defect, "this is not between 0 and underflow\n"); + printf(" threshold = %.17e .\n", UfThold); + } + } + /*=============================================*/ + Milestone = 140; + /*=============================================*/ + printf("\n"); + /* ...calculate Exp2 == exp(2) == 7.389056099... */ + X = Zero; + I = 2; + Y = Two * Three; + Q = Zero; + N = 0; + do { + Z = X; + I = I + 1; + Y = Y / (I + I); + R = Y + Q; + X = Z + R; + Q = (Z - X) + R; + } while(X > Z); + Z = (OneAndHalf + One / Eight) + X / (OneAndHalf * ThirtyTwo); + X = Z * Z; + Exp2 = X * X; + X = F9; + Y = X - U1; + printf("Testing X^((X + 1) / (X - 1)) vs. exp(2) = %.17e as X -> 1.\n", + Exp2); + for(I = 1;;) { + Z = X - BInvrse; + Z = (X + One) / (Z - (One - BInvrse)); + Q = POW(X, Z) - Exp2; + if (FABS(Q) > TwoForty * U2) { + N = 1; + V9 = (X - BInvrse) - (One - BInvrse); + BadCond(Defect, "Calculated"); + printf(" %.17e for\n", POW(X,Z)); + printf("\t(1 + (%.17e) ^ (%.17e);\n", V9, Z); + printf("\tdiffers from correct value by %.17e .\n", Q); + printf("\tThis much error may spoil financial\n"); + printf("\tcalculations involving tiny interest rates.\n"); + break; + } + else { + Z = (Y - X) * Two + Y; + X = Y; + Y = Z; + Z = One + (X - F9)*(X - F9); + if (Z > One && I < NoTrials) I++; + else { + if (X > One) { + if (N == 0) + printf("Accuracy seems adequate.\n"); + break; + } + else { + X = One + U2; + Y = U2 + U2; + Y += X; + I = 1; + } + } + } + } + /*=============================================*/ + Milestone = 150; + /*=============================================*/ + printf("Testing powers Z^Q at four nearly extreme values.\n"); + N = 0; + Z = A1; + Q = FLOOR(Half - LOG(C) / LOG(A1)); + Break = False; + do { + X = CInvrse; + Y = POW(Z, Q); + IsYeqX(); + Q = - Q; + X = C; + Y = POW(Z, Q); + IsYeqX(); + if (Z < One) Break = True; + else Z = AInvrse; + } while ( ! (Break)); + PrintIfNPositive(); + if (N == 0) printf(" ... no discrepancies found.\n"); + printf("\n"); + + /*=============================================*/ + Milestone = 160; + /*=============================================*/ + Pause(); + printf("Searching for Overflow threshold:\n"); + printf("This may generate an error.\n"); + Y = - CInvrse; + V9 = HInvrse * Y; + sigsave = sigfpe; + if (setjmp(ovfl_buf)) { I = 0; V9 = Y; goto overflow; } + do { + V = Y; + Y = V9; + V9 = HInvrse * Y; + } while(V9 < Y); + I = 1; +overflow: + sigsave = 0; + Z = V9; + printf("Can `Z = -Y' overflow?\n"); + printf("Trying it on Y = %.17e .\n", Y); + V9 = - Y; + V0 = V9; + if (V - Y == V + V0) printf("Seems O.K.\n"); + else { + printf("finds a "); + BadCond(Flaw, "-(-Y) differs from Y.\n"); + } + if (Z != Y) { + BadCond(Serious, ""); + printf("overflow past %.17e\n\tshrinks to %.17e .\n", Y, Z); + } + if (I) { + Y = V * (HInvrse * U2 - HInvrse); + Z = Y + ((One - HInvrse) * U2) * V; + if (Z < V0) Y = Z; + if (Y < V0) V = Y; + if (V0 - V < V0) V = V0; + } + else { + V = Y * (HInvrse * U2 - HInvrse); + V = V + ((One - HInvrse) * U2) * Y; + } + printf("Overflow threshold is V = %.17e .\n", V); + if (I) printf("Overflow saturates at V0 = %.17e .\n", V0); + else printf("There is no saturation value because \ +the system traps on overflow.\n"); + V9 = V * One; + printf("No Overflow should be signaled for V * 1 = %.17e\n", V9); + V9 = V / One; + printf(" nor for V / 1 = %.17e .\n", V9); + printf("Any overflow signal separating this * from the one\n"); + printf("above is a DEFECT.\n"); + /*=============================================*/ + Milestone = 170; + /*=============================================*/ + if (!(-V < V && -V0 < V0 && -UfThold < V && UfThold < V)) { + BadCond(Failure, "Comparisons involving "); + printf("+-%g, +-%g\nand +-%g are confused by Overflow.", + V, V0, UfThold); + } + /*=============================================*/ + Milestone = 175; + /*=============================================*/ + printf("\n"); + for(Indx = 1; Indx <= 3; ++Indx) { + switch (Indx) { + case 1: Z = UfThold; break; + case 2: Z = E0; break; + case 3: Z = PseudoZero; break; + } + if (Z != Zero) { + V9 = SQRT(Z); + Y = V9 * V9; + if (Y / (One - Radix * E9) < Z + || Y > (One + Radix * E9) * Z) { /* dgh: + E9 --> * E9 */ + if (V9 > U1) BadCond(Serious, ""); + else BadCond(Defect, ""); + printf("Comparison alleges that what prints as Z = %.17e\n", Z); + printf(" is too far from sqrt(Z) ^ 2 = %.17e .\n", Y); + } + } + } + /*=============================================*/ + Milestone = 180; + /*=============================================*/ + for(Indx = 1; Indx <= 2; ++Indx) { + if (Indx == 1) Z = V; + else Z = V0; + V9 = SQRT(Z); + X = (One - Radix * E9) * V9; + V9 = V9 * X; + if (((V9 < (One - Two * Radix * E9) * Z) || (V9 > Z))) { + Y = V9; + if (X < W) BadCond(Serious, ""); + else BadCond(Defect, ""); + printf("Comparison alleges that Z = %17e\n", Z); + printf(" is too far from sqrt(Z) ^ 2 (%.17e) .\n", Y); + } + } + /*=============================================*/ + /*SPLIT + } +#include "paranoia.h" +int part8(VOID){ +*/ + Milestone = 190; + /*=============================================*/ + Pause(); + X = UfThold * V; + Y = Radix * Radix; + if (X*Y < One || X > Y) { + if (X * Y < U1 || X > Y/U1) BadCond(Defect, "Badly"); + else BadCond(Flaw, ""); + + printf(" unbalanced range; UfThold * V = %.17e\n\t%s\n", + X, "is too far from 1.\n"); + } + /*=============================================*/ + Milestone = 200; + /*=============================================*/ + for (Indx = 1; Indx <= 5; ++Indx) { + X = F9; + switch (Indx) { + case 2: X = One + U2; break; + case 3: X = V; break; + case 4: X = UfThold; break; + case 5: X = Radix; + } + Y = X; + sigsave = sigfpe; + if (setjmp(ovfl_buf)) + printf(" X / X traps when X = %g\n", X); + else { + V9 = (Y / X - Half) - Half; + if (V9 == Zero) continue; + if (V9 == - U1 && Indx < 5) BadCond(Flaw, ""); + else BadCond(Serious, ""); + printf(" X / X differs from 1 when X = %.17e\n", X); + printf(" instead, X / X - 1/2 - 1/2 = %.17e .\n", V9); + } + sigsave = 0; + } + /*=============================================*/ + Milestone = 210; + /*=============================================*/ + MyZero = Zero; + printf("\n"); + printf("What message and/or values does Division by Zero produce?\n") ; +#ifndef NOPAUSE + printf("This can interupt your program. You can "); + printf("skip this part if you wish.\n"); + printf("Do you wish to compute 1 / 0? "); + fflush(stdout); + read (KEYBOARD, ch, 8); + if ((ch[0] == 'Y') || (ch[0] == 'y')) { +#endif + sigsave = sigfpe; + printf(" Trying to compute 1 / 0 produces ..."); + if (!setjmp(ovfl_buf)) printf(" %.7e .\n", One / MyZero); + sigsave = 0; +#ifndef NOPAUSE + } + else printf("O.K.\n"); + printf("\nDo you wish to compute 0 / 0? "); + fflush(stdout); + read (KEYBOARD, ch, 80); + if ((ch[0] == 'Y') || (ch[0] == 'y')) { +#endif + sigsave = sigfpe; + printf("\n Trying to compute 0 / 0 produces ..."); + if (!setjmp(ovfl_buf)) printf(" %.7e .\n", Zero / MyZero); + sigsave = 0; +#ifndef NOPAUSE + } + else printf("O.K.\n"); +#endif + /*=============================================*/ + Milestone = 220; + /*=============================================*/ + Pause(); + printf("\n"); + { + static char *msg[] = { + "FAILUREs encountered =", + "SERIOUS DEFECTs discovered =", + "DEFECTs discovered =", + "FLAWs discovered =" }; + int i; + for(i = 0; i < 4; i++) if (ErrCnt[i]) + printf("The number of %-29s %d.\n", + msg[i], ErrCnt[i]); + } + printf("\n"); + if ((ErrCnt[Failure] + ErrCnt[Serious] + ErrCnt[Defect] + + ErrCnt[Flaw]) > 0) { + if ((ErrCnt[Failure] + ErrCnt[Serious] + ErrCnt[ + Defect] == 0) && (ErrCnt[Flaw] > 0)) { + printf("The arithmetic diagnosed seems "); + printf("Satisfactory though flawed.\n"); + } + if ((ErrCnt[Failure] + ErrCnt[Serious] == 0) + && ( ErrCnt[Defect] > 0)) { + printf("The arithmetic diagnosed may be Acceptable\n"); + printf("despite inconvenient Defects.\n"); + } + if ((ErrCnt[Failure] + ErrCnt[Serious]) > 0) { + printf("The arithmetic diagnosed has "); + printf("unacceptable Serious Defects.\n"); + } + if (ErrCnt[Failure] > 0) { + printf("Potentially fatal FAILURE may have spoiled this"); + printf(" program's subsequent diagnoses.\n"); + } + } + else { + printf("No failures, defects nor flaws have been discovered.\n"); + if (! ((RMult == Rounded) && (RDiv == Rounded) + && (RAddSub == Rounded) && (RSqrt == Rounded))) + printf("The arithmetic diagnosed seems Satisfactory.\n"); + else { + if (StickyBit >= One && + (Radix - Two) * (Radix - Nine - One) == Zero) { + printf("Rounding appears to conform to "); + printf("the proposed IEEE standard P"); + if ((Radix == Two) && + ((Precision - Four * Three * Two) * + ( Precision - TwentySeven - + TwentySeven + One) == Zero)) + printf("754"); + else printf("854"); + if (IEEE) printf(".\n"); + else { + printf(",\nexcept for possibly Double Rounding"); + printf(" during Gradual Underflow.\n"); + } + } + printf("The arithmetic diagnosed appears to be Excellent!\n"); + } + } + if (fpecount) + printf("\nA total of %d floating point exceptions were registered.\n", + fpecount); + printf("END OF TEST.\n"); + return 0; + } + +/*SPLIT subs.c +#include "paranoia.h" +*/ + + FLOAT +Sign (FP X) +#ifdef KR_headers +FLOAT X; +#endif +{ return X >= 0. ? 1.0 : -1.0; } + + void +Pause(VOID) +{ +#ifndef NOPAUSE + char ch[8]; + + printf("\nTo continue, press RETURN"); + fflush(stdout); + read(KEYBOARD, ch, 8); +#endif + printf("\nDiagnosis resumes after milestone Number %d", Milestone); + printf(" Page: %d\n\n", PageNo); + ++Milestone; + ++PageNo; + } + + void +TstCond (INT K, INT Valid, CHARP T) +#ifdef KR_headers +int K, Valid; +char *T; +#endif +{ if (! Valid) { BadCond(K,T); printf(".\n"); } } + + void +BadCond(INT K, CHARP T) +#ifdef KR_headers +int K; +char *T; +#endif +{ + static char *msg[] = { "FAILURE", "SERIOUS DEFECT", "DEFECT", "FLAW" }; + + ErrCnt [K] = ErrCnt [K] + 1; + printf("%s: %s", msg[K], T); + } + + + FLOAT +Random(VOID) +/* Random computes + X = (Random1 + Random9)^5 + Random1 = X - FLOOR(X) + 0.000005 * X; + and returns the new value of Random1 +*/ +{ + FLOAT X, Y; + + X = Random1 + Random9; + Y = X * X; + Y = Y * Y; + X = X * Y; + Y = X - FLOOR(X); + Random1 = Y + X * 0.000005; + return(Random1); + } + + void +SqXMinX (INT ErrKind) +#ifdef KR_headers +int ErrKind; +#endif +{ + FLOAT XA, XB; + + XB = X * BInvrse; + XA = X - XB; + SqEr = ((SQRT(X * X) - XB) - XA) / OneUlp; + if (SqEr != Zero) { + if (SqEr < MinSqEr) MinSqEr = SqEr; + if (SqEr > MaxSqEr) MaxSqEr = SqEr; + J = J + 1.0; + BadCond(ErrKind, "\n"); + printf("sqrt( %.17e) - %.17e = %.17e\n", X * X, X, OneUlp * SqEr); + printf("\tinstead of correct value 0 .\n"); + } + } + + void +NewD(VOID) +{ + X = Z1 * Q; + X = FLOOR(Half - X / Radix) * Radix + X; + Q = (Q - X * Z) / Radix + X * X * (D / Radix); + Z = Z - Two * X * D; + if (Z <= Zero) { + Z = - Z; + Z1 = - Z1; + } + D = Radix * D; + } + + void +SR3750(VOID) +{ + if (! ((X - Radix < Z2 - Radix) || (X - Z2 > W - Z2))) { + I = I + 1; + X2 = SQRT(X * D); + Y2 = (X2 - Z2) - (Y - Z2); + X2 = X8 / (Y - Half); + X2 = X2 - Half * X2 * X2; + SqEr = (Y2 + Half) + (Half - X2); + if (SqEr < MinSqEr) MinSqEr = SqEr; + SqEr = Y2 - X2; + if (SqEr > MaxSqEr) MaxSqEr = SqEr; + } + } + + void +IsYeqX(VOID) +{ + if (Y != X) { + if (N <= 0) { + if (Z == Zero && Q <= Zero) + printf("WARNING: computing\n"); + else BadCond(Defect, "computing\n"); + printf("\t(%.17e) ^ (%.17e)\n", Z, Q); + printf("\tyielded %.17e;\n", Y); + printf("\twhich compared unequal to correct %.17e ;\n", + X); + printf("\t\tthey differ by %.17e .\n", Y - X); + } + N = N + 1; /* ... count discrepancies. */ + } + } + + void +SR3980(VOID) +{ + do { + Q = (FLOAT) I; + Y = POW(Z, Q); + IsYeqX(); + if (++I > M) break; + X = Z * X; + } while ( X < W ); + } + + void +PrintIfNPositive(VOID) +{ + if (N > 0) printf("Similar discrepancies have occurred %d times.\n", N); + } + + void +TstPtUf(VOID) +{ + N = 0; + if (Z != Zero) { + printf("Since comparison denies Z = 0, evaluating "); + printf("(Z + Z) / Z should be safe.\n"); + sigsave = sigfpe; + if (setjmp(ovfl_buf)) goto very_serious; + Q9 = (Z + Z) / Z; + printf("What the machine gets for (Z + Z) / Z is %.17e .\n", + Q9); + if (FABS(Q9 - Two) < Radix * U2) { + printf("This is O.K., provided Over/Underflow"); + printf(" has NOT just been signaled.\n"); + } + else { + if ((Q9 < One) || (Q9 > Two)) { +very_serious: + N = 1; + ErrCnt [Serious] = ErrCnt [Serious] + 1; + printf("This is a VERY SERIOUS DEFECT!\n"); + } + else { + N = 1; + ErrCnt [Defect] = ErrCnt [Defect] + 1; + printf("This is a DEFECT!\n"); + } + } + sigsave = 0; + V9 = Z * One; + Random1 = V9; + V9 = One * Z; + Random2 = V9; + V9 = Z / One; + if ((Z == Random1) && (Z == Random2) && (Z == V9)) { + if (N > 0) Pause(); + } + else { + N = 1; + BadCond(Defect, "What prints as Z = "); + printf("%.17e\n\tcompares different from ", Z); + if (Z != Random1) printf("Z * 1 = %.17e ", Random1); + if (! ((Z == Random2) + || (Random2 == Random1))) + printf("1 * Z == %g\n", Random2); + if (! (Z == V9)) printf("Z / 1 = %.17e\n", V9); + if (Random2 != Random1) { + ErrCnt [Defect] = ErrCnt [Defect] + 1; + BadCond(Defect, "Multiplication does not commute!\n"); + printf("\tComparison alleges that 1 * Z = %.17e\n", + Random2); + printf("\tdiffers from Z * 1 = %.17e\n", Random1); + } + Pause(); + } + } + } + + void +notify(CHARP s) +#ifdef KR_headers + char *s; +#endif +{ + printf("%s test appears to be inconsistent...\n", s); + printf(" PLEASE NOTIFY KARPINKSI!\n"); + } + +/*SPLIT msgs.c +#include "paranoia.h" +*/ + + void +msglist(CHARPP s) +#ifdef KR_headers +char **s; +#endif +{ while(*s) printf("%s\n", *s++); } + + void +Instructions(VOID) +{ + static char *instr[] = { + "Lest this program stop prematurely, i.e. before displaying\n", + " `END OF TEST',\n", + "try to persuade the computer NOT to terminate execution when an", + "error like Over/Underflow or Division by Zero occurs, but rather", + "to persevere with a surrogate value after, perhaps, displaying some", + "warning. If persuasion avails naught, don't despair but run this", + "program anyway to see how many milestones it passes, and then", + "amend it to make further progress.\n", + "Answer questions with Y, y, N or n (unless otherwise indicated).\n", + 0}; + + msglist(instr); + } + + void +Heading(VOID) +{ + static char *head[] = { + "Users are invited to help debug and augment this program so it will", + "cope with unanticipated and newly uncovered arithmetic pathologies.\n", + "Please send suggestions and interesting results to", + "\tRichard Karpinski", + "\tComputer Center U-76", + "\tUniversity of California", + "\tSan Francisco, CA 94143-0704, USA\n", + "In doing so, please include the following information:", +#ifdef Single + "\tPrecision:\tsingle;", +#else + "\tPrecision:\tdouble;", +#endif + "\tVersion:\t10 February 1989;", + "\tComputer:\n", + "\tCompiler:\n", + "\tOptimization level:\n", + "\tOther relevant compiler options:", + 0}; + + msglist(head); + } + + void +Characteristics(VOID) +{ + static char *chars[] = { + "Running this program should reveal these characteristics:", + " Radix = 1, 2, 4, 8, 10, 16, 100, 256 ...", + " Precision = number of significant digits carried.", + " U2 = Radix/Radix^Precision = One Ulp", + "\t(OneUlpnit in the Last Place) of 1.000xxx .", + " U1 = 1/Radix^Precision = One Ulp of numbers a little less than 1.0 .", + " Adequacy of guard digits for Mult., Div. and Subt.", + " Whether arithmetic is chopped, correctly rounded, or something else", + "\tfor Mult., Div., Add/Subt. and Sqrt.", + " Whether a Sticky Bit used correctly for rounding.", + " UnderflowThreshold = an underflow threshold.", + " E0 and PseudoZero tell whether underflow is abrupt, gradual, or fuzzy.", + " V = an overflow threshold, roughly.", + " V0 tells, roughly, whether Infinity is represented.", + " Comparisions are checked for consistency with subtraction", + "\tand for contamination with pseudo-zeros.", + " Sqrt is tested. Y^X is not tested.", + " Extra-precise subexpressions are revealed but NOT YET tested.", + " Decimal-Binary conversion is NOT YET tested for accuracy.", + 0}; + + msglist(chars); + } + + void +History(VOID) +{ /* History */ + /* Converted from Brian Wichmann's Pascal version to C by Thos Sumner, + with further massaging by David M. Gay. */ + + static char *hist[] = { + "The program attempts to discriminate among", + " FLAWs, like lack of a sticky bit,", + " Serious DEFECTs, like lack of a guard digit, and", + " FAILUREs, like 2+2 == 5 .", + "Failures may confound subsequent diagnoses.\n", + "The diagnostic capabilities of this program go beyond an earlier", + "program called `MACHAR', which can be found at the end of the", + "book `Software Manual for the Elementary Functions' (1980) by", + "W. J. Cody and W. Waite. Although both programs try to discover", + "the Radix, Precision and range (over/underflow thresholds)", + "of the arithmetic, this program tries to cope with a wider variety", + "of pathologies, and to say how well the arithmetic is implemented.", + "\nThe program is based upon a conventional radix representation for", + "floating-point numbers, but also allows logarithmic encoding", + "as used by certain early WANG machines.\n", + "BASIC version of this program (C) 1983 by Prof. W. M. Kahan;", + "see source comments for more history.", + 0}; + + msglist(hist); + } -- 2.20.1