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1 /*
2 * tclXfmath.c --
3 *
4 * Contains the TCL trig and floating point math functions.
5 *-----------------------------------------------------------------------------
6 * Copyright 1992 Karl Lehenbauer and Mark Diekhans.
7 *
8 * Permission to use, copy, modify, and distribute this software and its
9 * documentation for any purpose and without fee is hereby granted, provided
10 * that the above copyright notice appear in all copies. Karl Lehenbauer and
11 * Mark Diekhans make no representations about the suitability of this
12 * software for any purpose. It is provided "as is" without express or
13 * implied warranty.
14 *-----------------------------------------------------------------------------
15 * $Id: tclXfmath.c,v 2.5 1992/11/09 07:58:13 markd Exp $
16 *-----------------------------------------------------------------------------
17 */
18
19 #include "tclxint.h"
20 #include <math.h>
21
22 /*
23 * Flag used to indicate if a floating point math routine is currently being
24 * executed. Used to determine if a matherr belongs to Tcl.
25 */
26 static int G_inTclFPMath = FALSE;
27
28 /*
29 * Flag indicating if a floating point math error occured during the execution
30 * of a library routine called by a Tcl command. Will not be set by the trap
31 * handler if the error did not occur while the `G_inTclFPMath' flag was
32 * set. If the error did occur the error type and the name of the function
33 * that got the error are save here.
34 */
35 static int G_gotTclFPMathErr = FALSE;
36 static int G_errorType;
37
38 /*
39 * Prototypes of internal functions.
40 */
41 #ifdef TCL_IEEE_FP_MATH
42 static int
43 ReturnIEEEMathError _ANSI_ARGS_((Tcl_Interp *interp,
44 double dbResult));
45 #else
46 static int
47 ReturnFPMathError _ANSI_ARGS_((Tcl_Interp *interp));
48 #endif
49
50 static int
51 Tcl_UnaryFloatFunction _ANSI_ARGS_((Tcl_Interp *interp,
52 int argc,
53 char **argv,
54 double (*function)()));
55
56
57 #ifdef TCL_IEEE_FP_MATH
58 \f
59 /*
60 *-----------------------------------------------------------------------------
61 *
62 * ReturnIEEEMathError --
63 * Handle return of floating point errors on machines that use IEEE 745-1985
64 * error reporting instead of Unix matherr. Some machines support both and
65 * on these, either option may be used.
66 * Various tests are used to determine if a number is one of the special
67 * values. Not-a-number is tested by comparing the number against itself
68 * (x != x if x is NaN). Infinity is tested for by comparing against MAXDOUBLE.
69 *
70 * Parameters:
71 * o interp (I) - Error is returned in result.
72 * o dbResult (I) - Result of a function call that returned a special value.
73 * Returns:
74 * Always returns the value TCL_ERROR, so if can be called as the
75 * argument to `return'.
76 *-----------------------------------------------------------------------------
77 */
78 static int
79 ReturnIEEEMathError (interp, dbResult)
80 Tcl_Interp *interp;
81 double dbResult;
82 {
83 char *errorMsg;
84
85 if (dbResult != dbResult)
86 errorMsg = "domain";
87 else if (dbResult > MAXDOUBLE)
88 errorMsg = "overflow";
89 else if (dbResult < -MAXDOUBLE)
90 errorMsg = "underflow";
91
92 Tcl_AppendResult (interp, "floating point ", errorMsg, " error",
93 (char *) NULL);
94 return TCL_ERROR;
95 }
96 #else
97 \f
98 /*
99 *-----------------------------------------------------------------------------
100 *
101 * ReturnFPMathError --
102 * Routine to set an interpreter result to contain a floating point
103 * math error message. Will clear the `G_gotTclFPMathErr' flag.
104 * This routine always returns the value TCL_ERROR, so if can be called
105 * as the argument to `return'.
106 *
107 * Parameters:
108 * o interp (I) - Error is returned in result.
109 * Globals:
110 * o G_gotTclFPMathErr (O) - Flag indicating an error occured, will be
111 * cleared.
112 * o G_errorType (I) - Type of error that occured.
113 * Returns:
114 * Always returns the value TCL_ERROR, so if can be called as the
115 * argument to `return'.
116 *-----------------------------------------------------------------------------
117 */
118 static int
119 ReturnFPMathError (interp)
120 Tcl_Interp *interp;
121 {
122 char *errorMsg;
123
124 switch (G_errorType) {
125 case DOMAIN:
126 errorMsg = "domain";
127 break;
128 case SING:
129 errorMsg = "singularity";
130 break;
131 case OVERFLOW:
132 errorMsg = "overflow";
133 break;
134 case UNDERFLOW:
135 errorMsg = "underflow";
136 break;
137 case TLOSS:
138 case PLOSS:
139 errorMsg = "loss of significance";
140 break;
141 }
142 Tcl_AppendResult (interp, "floating point ", errorMsg, " error",
143 (char *) NULL);
144 G_gotTclFPMathErr = FALSE; /* Clear the flag. */
145 return TCL_ERROR;
146 }
147 #endif /* NO_MATH_ERR */
148 \f
149 /*
150 *-----------------------------------------------------------------------------
151 *
152 * Tcl_MathError --
153 * Tcl math error handler, should be called by an application `matherr'
154 * routine to determine if an error was caused by Tcl code or by other
155 * code in the application. If the error occured in Tcl code, flags will
156 * be set so that a standard Tcl interpreter error can be returned.
157 *
158 * Paramenter:
159 * o functionName (I) - The name of the function that got the error. From
160 * the exception structure supplied to matherr.
161 * o errorType (I) - The type of error that occured. From the exception
162 * structure supplied to matherr.
163 * Results:
164 * Returns TRUE if the error was in Tcl code, in which case the
165 * matherr routine calling this function should return non-zero so no
166 * error message will be generated. FALSE if the error was not in Tcl
167 * code, in which case the matherr routine can handle the error in any
168 * manner it choses.
169 *
170 *-----------------------------------------------------------------------------
171 */
172 int
173 Tcl_MathError (functionName, errorType)
174 char *functionName;
175 int errorType;
176 {
177
178 if (G_inTclFPMath) {
179 G_gotTclFPMathErr = TRUE;
180 G_errorType = errorType;
181 return TRUE;
182 } else
183 return FALSE;
184
185 }
186 \f
187 /*
188 *-----------------------------------------------------------------------------
189 *
190 * Tcl_UnaryFloatFunction --
191 * Helper routine that implements Tcl unary floating point
192 * functions by validating parameters, converting the
193 * argument, applying the function (the address of which
194 * is passed as an argument), and converting the result to
195 * a string and storing it in the result buffer
196 *
197 * Results:
198 * Returns TCL_OK if number is present, conversion succeeded,
199 * the function was performed, etc.
200 * Return TCL_ERROR for any error; an appropriate error message
201 * is placed in the result string in this case.
202 *
203 *-----------------------------------------------------------------------------
204 */
205 static int
206 Tcl_UnaryFloatFunction(interp, argc, argv, function)
207 Tcl_Interp *interp;
208 int argc;
209 char **argv;
210 double (*function)();
211 {
212 double dbVal, dbResult;
213
214 if (argc != 2) {
215 Tcl_AppendResult (interp, tclXWrongArgs, argv [0], " expr",
216 (char *) NULL);
217 return TCL_ERROR;
218 }
219
220 if (Tcl_ExprDouble (interp, argv [1], &dbVal) != TCL_OK)
221 return TCL_ERROR;
222
223 G_inTclFPMath = TRUE;
224 dbResult = (*function)(dbVal);
225 G_inTclFPMath = FALSE;
226
227 #ifdef TCL_IEEE_FP_MATH
228 if ((dbResult != dbResult) ||
229 (dbResult < -MAXDOUBLE) ||
230 (dbResult > MAXDOUBLE))
231 return ReturnIEEEMathError (interp, dbResult);
232 #else
233 if (G_gotTclFPMathErr)
234 return ReturnFPMathError (interp);
235 #endif
236
237 Tcl_ReturnDouble (interp, dbResult);
238 return TCL_OK;
239 }
240 \f
241 /*
242 *-----------------------------------------------------------------------------
243 *
244 * Tcl_AcosCmd --
245 * Implements the TCL arccosine command:
246 * acos num
247 *
248 * Results:
249 * Returns TCL_OK if number is present and conversion succeeds.
250 *
251 *-----------------------------------------------------------------------------
252 */
253 int
254 Tcl_AcosCmd(clientData, interp, argc, argv)
255 ClientData clientData;
256 Tcl_Interp *interp;
257 int argc;
258 char **argv;
259 {
260 return Tcl_UnaryFloatFunction(interp, argc, argv, acos);
261 }
262 \f
263 /*
264 *-----------------------------------------------------------------------------
265 *
266 * Tcl_AsinCmd --
267 * Implements the TCL arcsin command:
268 * asin num
269 *
270 * Results:
271 * Returns TCL_OK if number is present and conversion succeeds.
272 *
273 *-----------------------------------------------------------------------------
274 */
275 int
276 Tcl_AsinCmd(clientData, interp, argc, argv)
277 ClientData clientData;
278 Tcl_Interp *interp;
279 int argc;
280 char **argv;
281 {
282 return Tcl_UnaryFloatFunction(interp, argc, argv, asin);
283 }
284 \f
285 /*
286 *-----------------------------------------------------------------------------
287 *
288 * Tcl_AtanCmd --
289 * Implements the TCL arctangent command:
290 * atan num
291 *
292 * Results:
293 * Returns TCL_OK if number is present and conversion succeeds.
294 *
295 *-----------------------------------------------------------------------------
296 */
297 int
298 Tcl_AtanCmd(clientData, interp, argc, argv)
299 ClientData clientData;
300 Tcl_Interp *interp;
301 int argc;
302 char **argv;
303 {
304 return Tcl_UnaryFloatFunction(interp, argc, argv, atan);
305 }
306 \f
307 /*
308 *-----------------------------------------------------------------------------
309 *
310 * Tcl_CosCmd --
311 * Implements the TCL cosine command:
312 * cos num
313 *
314 * Results:
315 * Returns TCL_OK if number is present and conversion succeeds.
316 *
317 *-----------------------------------------------------------------------------
318 */
319 int
320 Tcl_CosCmd(clientData, interp, argc, argv)
321 ClientData clientData;
322 Tcl_Interp *interp;
323 int argc;
324 char **argv;
325 {
326 return Tcl_UnaryFloatFunction(interp, argc, argv, cos);
327 }
328 \f
329 /*
330 *-----------------------------------------------------------------------------
331 *
332 * Tcl_SinCmd --
333 * Implements the TCL sin command:
334 * sin num
335 *
336 * Results:
337 * Returns TCL_OK if number is present and conversion succeeds.
338 *
339 *-----------------------------------------------------------------------------
340 */
341 int
342 Tcl_SinCmd(clientData, interp, argc, argv)
343 ClientData clientData;
344 Tcl_Interp *interp;
345 int argc;
346 char **argv;
347 {
348 return Tcl_UnaryFloatFunction(interp, argc, argv, sin);
349 }
350 \f
351 /*
352 *-----------------------------------------------------------------------------
353 *
354 * Tcl_TanCmd --
355 * Implements the TCL tangent command:
356 * tan num
357 *
358 * Results:
359 * Returns TCL_OK if number is present and conversion succeeds.
360 *
361 *-----------------------------------------------------------------------------
362 */
363 int
364 Tcl_TanCmd(clientData, interp, argc, argv)
365 ClientData clientData;
366 Tcl_Interp *interp;
367 int argc;
368 char **argv;
369 {
370 return Tcl_UnaryFloatFunction(interp, argc, argv, tan);
371 }
372 \f
373 /*
374 *-----------------------------------------------------------------------------
375 *
376 * Tcl_CoshCmd --
377 * Implements the TCL hyperbolic cosine command:
378 * cosh num
379 *
380 * Results:
381 * Returns TCL_OK if number is present and conversion succeeds.
382 *
383 *-----------------------------------------------------------------------------
384 */
385 int
386 Tcl_CoshCmd(clientData, interp, argc, argv)
387 ClientData clientData;
388 Tcl_Interp *interp;
389 int argc;
390 char **argv;
391 {
392 return Tcl_UnaryFloatFunction(interp, argc, argv, cosh);
393 }
394 \f
395 /*
396 *-----------------------------------------------------------------------------
397 *
398 * Tcl_SinhCmd --
399 * Implements the TCL hyperbolic sin command:
400 * sinh num
401 *
402 * Results:
403 * Returns TCL_OK if number is present and conversion succeeds.
404 *
405 *-----------------------------------------------------------------------------
406 */
407 int
408 Tcl_SinhCmd(clientData, interp, argc, argv)
409 ClientData clientData;
410 Tcl_Interp *interp;
411 int argc;
412 char **argv;
413 {
414 return Tcl_UnaryFloatFunction(interp, argc, argv, sinh);
415 }
416 \f
417 /*
418 *-----------------------------------------------------------------------------
419 *
420 * Tcl_TanhCmd --
421 * Implements the TCL hyperbolic tangent command:
422 * tanh num
423 *
424 * Results:
425 * Returns TCL_OK if number is present and conversion succeeds.
426 *
427 *-----------------------------------------------------------------------------
428 */
429 int
430 Tcl_TanhCmd(clientData, interp, argc, argv)
431 ClientData clientData;
432 Tcl_Interp *interp;
433 int argc;
434 char **argv;
435 {
436 return Tcl_UnaryFloatFunction(interp, argc, argv, tanh);
437 }
438 \f
439 /*
440 *-----------------------------------------------------------------------------
441 *
442 * Tcl_ExpCmd --
443 * Implements the TCL exponent command:
444 * exp num
445 *
446 * Results:
447 * Returns TCL_OK if number is present and conversion succeeds.
448 *
449 *-----------------------------------------------------------------------------
450 */
451 int
452 Tcl_ExpCmd(clientData, interp, argc, argv)
453 ClientData clientData;
454 Tcl_Interp *interp;
455 int argc;
456 char **argv;
457 {
458 return Tcl_UnaryFloatFunction(interp, argc, argv, exp);
459 }
460 \f
461 /*
462 *-----------------------------------------------------------------------------
463 *
464 * Tcl_LogCmd --
465 * Implements the TCL logarithm command:
466 * log num
467 *
468 * Results:
469 * Returns TCL_OK if number is present and conversion succeeds.
470 *
471 *-----------------------------------------------------------------------------
472 */
473 int
474 Tcl_LogCmd(clientData, interp, argc, argv)
475 ClientData clientData;
476 Tcl_Interp *interp;
477 int argc;
478 char **argv;
479 {
480 return Tcl_UnaryFloatFunction(interp, argc, argv, log);
481 }
482 \f
483 /*
484 *-----------------------------------------------------------------------------
485 *
486 * Tcl_Log10Cmd --
487 * Implements the TCL base-10 logarithm command:
488 * log10 num
489 *
490 * Results:
491 * Returns TCL_OK if number is present and conversion succeeds.
492 *
493 *-----------------------------------------------------------------------------
494 */
495 int
496 Tcl_Log10Cmd(clientData, interp, argc, argv)
497 ClientData clientData;
498 Tcl_Interp *interp;
499 int argc;
500 char **argv;
501 {
502 return Tcl_UnaryFloatFunction(interp, argc, argv, log10);
503 }
504 \f
505 /*
506 *-----------------------------------------------------------------------------
507 *
508 * Tcl_SqrtCmd --
509 * Implements the TCL square root command:
510 * sqrt num
511 *
512 * Results:
513 * Returns TCL_OK if number is present and conversion succeeds.
514 *
515 *-----------------------------------------------------------------------------
516 */
517 int
518 Tcl_SqrtCmd(clientData, interp, argc, argv)
519 ClientData clientData;
520 Tcl_Interp *interp;
521 int argc;
522 char **argv;
523 {
524 return Tcl_UnaryFloatFunction(interp, argc, argv, sqrt);
525 }
526 \f
527 /*
528 *-----------------------------------------------------------------------------
529 *
530 * Tcl_FabsCmd --
531 * Implements the TCL floating point absolute value command:
532 * fabs num
533 *
534 * Results:
535 * Returns TCL_OK if number is present and conversion succeeds.
536 *
537 *-----------------------------------------------------------------------------
538 */
539 int
540 Tcl_FabsCmd(clientData, interp, argc, argv)
541 ClientData clientData;
542 Tcl_Interp *interp;
543 int argc;
544 char **argv;
545 {
546 return Tcl_UnaryFloatFunction(interp, argc, argv, fabs);
547 }
548 \f
549 /*
550 *-----------------------------------------------------------------------------
551 *
552 * Tcl_FloorCmd --
553 * Implements the TCL floor command:
554 * floor num
555 *
556 * Results:
557 * Returns TCL_OK if number is present and conversion succeeds.
558 *
559 *-----------------------------------------------------------------------------
560 */
561 int
562 Tcl_FloorCmd(clientData, interp, argc, argv)
563 ClientData clientData;
564 Tcl_Interp *interp;
565 int argc;
566 char **argv;
567 {
568 return Tcl_UnaryFloatFunction(interp, argc, argv, floor);
569 }
570 \f
571 /*
572 *-----------------------------------------------------------------------------
573 *
574 * Tcl_CeilCmd --
575 * Implements the TCL ceil command:
576 * ceil num
577 *
578 * Results:
579 * Returns TCL_OK if number is present and conversion succeeds.
580 *
581 *-----------------------------------------------------------------------------
582 */
583 int
584 Tcl_CeilCmd(clientData, interp, argc, argv)
585 ClientData clientData;
586 Tcl_Interp *interp;
587 int argc;
588 char **argv;
589 {
590 return Tcl_UnaryFloatFunction(interp, argc, argv, ceil);
591 }
592 \f
593 /*
594 *-----------------------------------------------------------------------------
595 *
596 * Tcl_FmodCmd --
597 * Implements the TCL floating modulo command:
598 * fmod num1 num2
599 *
600 * Results:
601 * Returns TCL_OK if number is present and conversion succeeds.
602 *
603 *-----------------------------------------------------------------------------
604 */
605 int
606 Tcl_FmodCmd(clientData, interp, argc, argv)
607 ClientData clientData;
608 Tcl_Interp *interp;
609 int argc;
610 char **argv;
611 {
612 double dbVal, dbDivisor, dbResult;
613
614 if (argc != 3) {
615 Tcl_AppendResult (interp, tclXWrongArgs, argv [0], " expr divisor",
616 (char *) NULL);
617 return TCL_ERROR;
618 }
619
620 if (Tcl_ExprDouble (interp, argv [1], &dbVal) != TCL_OK)
621 return TCL_ERROR;
622
623 if (Tcl_ExprDouble (interp, argv [2], &dbDivisor) != TCL_OK)
624 return TCL_ERROR;
625
626 G_inTclFPMath = TRUE;
627 dbResult = fmod (dbVal, dbDivisor);
628 G_inTclFPMath = FALSE;
629
630 #ifdef TCL_IEEE_FP_MATH
631 if ((dbResult != dbResult) ||
632 (dbResult < -MAXDOUBLE) ||
633 (dbResult > MAXDOUBLE))
634 return ReturnIEEEMathError (interp, dbResult);
635 #else
636 if (G_gotTclFPMathErr)
637 return ReturnFPMathError (interp);
638 #endif
639
640 Tcl_ReturnDouble (interp, dbResult);
641 return TCL_OK;
642 }
643 \f
644 /*
645 *-----------------------------------------------------------------------------
646 *
647 * Tcl_PowCmd --
648 * Implements the TCL power (exponentiation) command:
649 * pow num1 num2
650 *
651 * Results:
652 * Returns TCL_OK if number is present and conversion succeeds.
653 *
654 *-----------------------------------------------------------------------------
655 */
656 int
657 Tcl_PowCmd(clientData, interp, argc, argv)
658 ClientData clientData;
659 Tcl_Interp *interp;
660 int argc;
661 char **argv;
662 {
663 double dbVal, dbExp, dbResult;
664
665 if (argc != 3) {
666 Tcl_AppendResult (interp, tclXWrongArgs, argv [0], " expr exp",
667 (char *) NULL);
668 return TCL_ERROR;
669 }
670
671 if (Tcl_ExprDouble (interp, argv [1], &dbVal) != TCL_OK)
672 return TCL_ERROR;
673
674 if (Tcl_ExprDouble (interp, argv [2], &dbExp) != TCL_OK)
675 return TCL_ERROR;
676
677 G_inTclFPMath = TRUE;
678 dbResult = pow (dbVal,dbExp);
679 G_inTclFPMath = FALSE;
680
681 #ifdef TCL_IEEE_FP_MATH
682 if ((dbResult != dbResult) ||
683 (dbResult < -MAXDOUBLE) ||
684 (dbResult > MAXDOUBLE))
685 return ReturnIEEEMathError (interp, dbResult);
686 #else
687 if (G_gotTclFPMathErr)
688 return ReturnFPMathError (interp);
689 #endif
690
691 Tcl_ReturnDouble (interp, dbResult);
692 return TCL_OK;
693 }
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