Maxima branch_5_50_base_317_g787174716 https://maxima.sourceforge.io using Lisp International Allegro CL Free Express Edition 11.0 [64-bit Linux (x86-64)] Distributed under the GNU Public License. See the file COPYING. Dedicated to the memory of William Schelter. The function bug_report() provides bug reporting information. (%i1) run_testsuite() Testsuite run for International Allegro CL Free Express Edition 11.0 [64-bit Linux (x86-64)]: Running tests in rtest_ask1: 70/70 tests passed Running tests in rtest_sqdnst: 13/13 tests passed Running tests in rtest_extensions: 18/18 tests passed Running tests in rtest_rules: ******************** rtest_rules.mac: Problem 11 (line 83) ******************** Input: [ra(foobar), ri(17290), rs(foobar), rf(17.29), rb(false)] Result: [[foobar], 1729.0, foobar1729, 17, 0] ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ******************** rtest_rules.mac: Problem 13 (line 89) ******************** Input: [pa(foobar), pi(17290), ps(foobar), pf(1729.0), pb(false)] Result: [[aa = foobar], [ii = 17290], [ss = foobar], [ff = 1729.0], [bb = false]] ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. 239/239 tests passed (not counting 2 expected errors) The following 2 problems passed but were expected to fail: (11 13) Running tests in rtestnset: 52770080 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 672/672 tests passed Running tests in rtest1: /home/maxima/maxima-test/installroot/share/maxima/branch_5_50_base_317_g787174716/tests/rtest1.mac:1:26:incorrect syntax: A `do' cannot have a `thru' with a `in' field. n [1, 2, 3, 4] thru ^ /home/maxima/maxima-test/installroot/share/maxima/branch_5_50_base_317_g787174716/tests/rtest1.mac:1:15:incorrect syntax: A `do' cannot have a `in' with a `thru' field. thru 3 for i in ^ 208/208 tests passed Running tests in rtest1a: 54/54 tests passed (not counting 1 expected errors) Running tests in rtest2: Warning: AAAAA is defined more than once as `variable' in file /tmp/tmpsavearrays.lisp. 322/322 tests passed (not counting 2 expected errors) Running tests in rtest4: 120/120 tests passed Running tests in rtest5: 85/85 tests passed Running tests in rtest6: 182/182 tests passed Running tests in rtest6a: Warning: fullratsubst2(listofeqns,expr): reached maximum iterations of 30 . Increase `lrats_max_iter' to increase this limit. 91/91 tests passed Running tests in rtest6b: 58/58 tests passed Running tests in rtest7: 106/106 tests passed Running tests in rtest9: 89/89 tests passed Running tests in rtest9a: ********************** rtest9a.mac: Problem 24 (line 76) ********************** Input: block([s, stuff], with_default_2d_display(s : make_string_output_stream(), with_stdout(s, print((a = b) = (c = d))), stuff : get_output_stream_string(s), close(s), stuff)) Result: (a = b) = (c = d) ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 27 (line 95) ********************** Input: block([s, stuff], with_default_2d_display(s : make_string_output_stream(), with_stdout(s, print((a foo b) foo (c foo d))), stuff : get_output_stream_string(s), close(s), stuff)) Result: (a foo b) foo (c foo d) ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. **************************************************** rtest9a.mac: Problem 30 (line 121) **************************************************** Input: linel : 140 Result: 140 ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. **************************************************** rtest9a.mac: Problem 31 (line 129) **************************************************** Input: x + 1 block([powerdisp : false, display2d_unicode : false], verify_display_2d(─────, x + 1 x + 2 ----- x + 2 )) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 35 (line 146) ********************* Input: x + 1 block([powerdisp : true], verify_display_1d(─────, (1+x)/(2+x))) x + 2 Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 36 (line 149) ********************* Input: 2 n2 s + n1 s + n0 (H : ─────────────────, 0) 2 d2 s + d1 s + d0 Result: 0 ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 47 (line 200) ********************* Input: string(p) Result: x+1 ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 48 (line 203) ********************* Input: tex(p, false) Result: $$x+1$$ ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 51 (line 219) ********************* Input: n block([powerdisp : false], verify_display_1d(diff(x , x), n*x^(n-1))) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 52 (line 222) ********************* Input: n block([powerdisp : true], verify_display_1d(diff(x , x), n*x^(-1+n))) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 55 (line 239) ********************* Input: 2 block([powerdisp : false], verify_display_1d((x + 1) , (x+1)^2)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 56 (line 241) ********************* Input: 2 block([powerdisp : true], verify_display_1d((x + 1) , (1+x)^2)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 59 (line 256) ********************* Input: 3 2 2 block([powerdisp : false], verify_display_1d((x + x + x + 1) , (x^3+x^2+x+1)^2)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 60 (line 258) ********************* Input: 3 2 2 block([powerdisp : true], verify_display_1d((x + x + x + 1) , (1+x+x^2+x^3)^2)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 63 (line 271) ********************* Input: block([powerdisp : false], verify_display_1d(x + 1, x+1)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 64 (line 273) ********************* Input: block([powerdisp : true], verify_display_1d(x + 1, 1+x)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 67 (line 288) ********************* Input: 3 2 block([powerdisp : false], verify_display_1d(x + x + x + 1, x^3+x^2+x+1)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 68 (line 290) ********************* Input: 3 2 block([powerdisp : true], verify_display_1d(x + x + x + 1, 1+x+x^2+x^3)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 71 (line 305) ********************* Input: x + 1 block([powerdisp : false], verify_display_1d(2 , 2^(x+1))) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************** rtest9a.mac: Problem 72 (line 307) ********************* Input: x + 1 block([powerdisp : true], verify_display_1d(2 , 2^(1+x))) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. 150/150 tests passed (not counting 20 expected errors) The following 20 problems passed but were expected to fail: (24 27 30 31 35 36 47 48 51 52 55 56 59 60 63 64 67 68 71 72) Running tests in rtest10: 79/79 tests passed (not counting 2 expected errors) Running tests in rtest11: ********************* rtest11.mac: Problem 136 (line 376) ********************* Input: stringp(timedate()) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ********************* rtest11.mac: Problem 137 (line 379) ********************* Input: stringp(timedate(100 365 24 3600)) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. 254/254 tests passed (not counting 4 expected errors) The following 2 problems passed but were expected to fail: (136 137) Running tests in rtest13: 39/39 tests passed Running tests in rtest13s: 18/18 tests passed Running tests in rtest14: ********************* rtest14.mac: Problem 154 (line 1112) ******************** Input: closeto(airy_dai(1.5) - airy_dai(1.5b0), 2.0817b-17) Result: 4.510281037539698b-17 This differed from the expected result: true 438/439 tests passed The following 1 problem failed: (154) Running tests in rtest15: Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. 430/430 tests passed Running tests in rtest16: ********************** rtest16.mac: Problem 50 (line 248) ********************* Input: block([L1 : [[1.2E-10, 1.2E-9, 1.2E-8, 1.2E-7, 1.2E-6, 1.2E-5, 1.2E-4, 0.0012, 0.012, 0.12, 1.2, 1.2E+1, 1.2E+2, 1.2E+3, 1.2E+4, 1.2E+5, 1.2E+6, 1.2E+7, 1.2E+8, 1.2E+9, 1.2E+10], [1.23E-10, 1.23E-9, 1.23E-8, 1.23E-7, 1.23E-6, 1.23E-5, 1.23E-4, 0.00123, 0.0123, 0.123, 1.23, 12.3, 1.23E+2, 1.23E+3, 1.23E+4, 1.23E+5, 1.23E+6, 1.23E+7, 1.23E+8, 1.23E+9, 1.23E+10], [1.234E-10, 1.234E-9, 1.234E-8, 1.234E-7, 1.234E-6, 1.234E-5, 1.234E-4, 0.001234, 0.01234, 0.1234, 1.234, 12.34, 123.4, 1.234E+3, 1.234E+4, 1.234E+5, 1.234E+6, 1.234E+7, 1.234E+8, 1.234E+9, 1.234E+10], [1.2344E-10, 1.2344E-9, 1.2344E-8, 1.2344E-7, 1.2344E-6, 1.2344E-5, 1.2344E-4, 0.0012344, 0.012344, 0.12344, 1.2344, 12.344, 123.44, 1234.4, 1.2344E+4, 1.2344E+5, 1.2344E+6, 1.2344E+7, 1.2344E+8, 1.2344E+9, 1.2344E+10], [1.23443E-10, 1.23443E-9, 1.23443E-8, 1.23443E-7, 1.23443E-6, 1.23443E-5, 1.23443E-4, 0.00123443, 0.0123443, 0.123443, 1.23443, 12.3443, 123.443, 1234.43, 12344.3, 1.23443E+5, 1.23443E+6, 1.23443E+7, 1.23443E+8, 1.23443E+9, 1.23443E+10], [1.234432E-10, 1.234432E-9, 1.234432E-8, 1.234432E-7, 1.234432E-6, 1.234432E-5, 1.234432E-4, 0.001234432, 0.01234432, 0.1234432, 1.234432, 12.34432, 123.4432, 1234.432, 12344.32, 123443.2, 1.234432E+6, 1.234432E+7, 1.234432E+8, 1.234432E+9, 1.234432E+10], [1.2344321E-10, 1.2344321E-9, 1.2344321E-8, 1.2344321E-7, 1.2344321E-6, 1.2344321E-5, 1.2344321E-4, 0.0012344321, 0.012344321, 0.12344321, 1.2344321, 12.344321, 123.44321, 1234.4321, 12344.321, 123443.21, 1234432.1, 1.2344321E+7, 1.2344321E+8, 1.2344321E+9, 1.2344321E+10], [1.23443211E-10, 1.23443211E-9, 1.23443211E-8, 1.23443211E-7, 1.23443211E-6, 1.23443211E-5, 1.23443211E-4, 0.00123443211, 0.0123443211, 0.123443211, 1.23443211, 12.3443211, 123.443211, 1234.43211, 12344.3211, 123443.211, 1234432.11, 1.23443211E+7, 1.23443211E+8, 1.23443211E+9, 1.23443211E+10], [1.234432112E-10, 1.234432112E-9, 1.234432112E-8, 1.234432112E-7, 1.234432112E-6, 1.234432112E-5, 1.234432112E-4, 0.001234432112, 0.01234432112, 0.1234432112, 1.234432112, 12.34432112, 123.4432112, 1234.432112, 12344.32112, 123443.2112, 1234432.112, 1.234432112E+7, 1.234432112E+8, 1.234432112E+9, 1.234432112E+10], [1.2344321123E-10, 1.2344321123E-9, 1.2344321123E-8, 1.2344321123E-7, 1.2344321123E-6, 1.2344321123E-5, 1.2344321123E-4, 0.0012344321123, 0.012344321123, 0.12344321123, 1.2344321123, 12.344321123, 123.44321123, 1234.4321123, 12344.321123, 123443.21123, 1234432.1123, 1.2344321123E+7, 1.2344321123E+8, 1.2344321123E+9, 1.2344321123E+10], [1.23443211234E-10, 1.23443211234E-9, 1.23443211234E-8, 1.23443211234E-7, 1.23443211234E-6, 1.23443211234E-5, 1.23443211234E-4, 0.00123443211234, 0.0123443211234, 0.123443211234, 1.23443211234, 12.3443211234, 123.443211234, 1234.43211234, 12344.3211234, 123443.211234, 1234432.11234, 1.23443211234E+7, 1.23443211234E+8, 1.23443211234E+9, 1.23443211234E+10], [1.234432112344E-10, 1.234432112344E-9, 1.234432112344E-8, 1.234432112344E-7, 1.234432112344E-6, 1.234432112344E-5, 1.234432112344E-4, 0.001234432112344, 0.01234432112344, 0.1234432112344, 1.234432112344, 12.34432112344, 123.4432112344, 1234.432112344, 12344.32112344, 123443.2112344, 1234432.112344, 1.234432112344E+7, 1.234432112344E+8, 1.234432112344E+9, 1.234432112344E+10], [1.2344321123443E-10, 1.2344321123443E-9, 1.2344321123443E-8, 1.2344321123443E-7, 1.2344321123443E-6, 1.2344321123443E-5, 1.2344321123443E-4, 0.0012344321123443, 0.012344321123443, 0.12344321123443, 1.2344321123443, 12.344321123443, 123.44321123443, 1234.4321123443, 12344.321123443, 123443.21123443, 1234432.1123443, 1.2344321123443E+7, 1.2344321123443E+8, 1.2344321123443E+9, 1.2344321123443E+10], [1.23443211234432E-10, 1.23443211234432E-9, 1.23443211234432E-8, 1.23443211234432E-7, 1.23443211234432E-6, 1.23443211234432E-5, 1.23443211234432E-4, 0.00123443211234432, 0.0123443211234432, 0.123443211234432, 1.23443211234432, 12.3443211234432, 123.443211234432, 1234.43211234432, 12344.3211234432, 123443.211234432, 1234432.11234432, 1.23443211234432E+7, 1.23443211234432E+8, 1.23443211234432E+9, 1.23443211234432E+10], [1.234432112344321E-10, 1.234432112344321E-9, 1.234432112344321E-8, 1.234432112344321E-7, 1.234432112344321E-6, 1.234432112344321E-5, 1.234432112344321E-4, 0.001234432112344321, 0.01234432112344321, 0.1234432112344321, 1.234432112344321, 12.34432112344321, 123.4432112344321, 1234.432112344321, 12344.32112344321, 123443.2112344321, 1234432.112344321, 1.234432112344321E+7, 1.234432112344321E+8, 1.234432112344321E+9, 1.234432112344321E+10]], L2 : block([foo : 1.2344321123443212], n makelist(block([fpprintprec : m], makelist([m, string(foo 10 )], n, - 10, 10)), m, 2, 16))], map(lambda([s1, s2], if sequalignore(s1, second(s2)) then true else ['fpprintprec = first(s2), 'expected = s1, 'actual = second(s2)]), apply(append, L1), apply(append, L2)), delete(true, %%)) Result: [] ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `compiler-macro' in file NIL. Warning: F-IMPL is defined more than once as `operator' in file NIL. Warning: $F is defined more than once as `operator' in file NIL. Caused an error break: rtest16 Running tests in rtestode: 109/109 tests passed Running tests in rtestode_zp: 30/30 tests passed Running tests in rtest3: 250/250 tests passed (not counting 1 expected errors) Running tests in rtest8: ********************** rtest8.mac: Problem 197 (line 928) ********************* Input: 2 first(quad_qagi(exp(- x ), x, - inf, inf inf, epsrel = 0.001, epsabs = 0.002, limit = 100)) Result: COMMON-LISP:EXP operation on (-54319.37285647406) resulted in floating point underflow. 2 - x quad_qagi: Numerical evaluation of %e at 233.0651686899483 is not a float or is not defined 2 - x %e This differed from the expected result: 1.7724538509067376 214/215 tests passed The following 1 problem failed: (197) Running tests in rtest12: 126/126 tests passed (not counting 3 expected errors) Running tests in rexamples: 136/136 tests passed Running tests in rtesthyp: 418/418 tests passed (not counting 6 expected errors) Running tests in rtest_hypgeo: ****************** rtest_hypgeo.mac: Problem 321 (line 2377) ****************** Input: 7 block(local(a), assume(a > 0), is(abs(float(subst(a = ──, 10 2 2 exp(- x ) exp(- x ) specint(─────────, x))) - first(quad_qagi(─────────, x, 0, inf))) < 1.0e-10)) 2 2 2 49 x + a x + ─── 100 Result: COMMON-LISP:EXP operation on (-54319.37285647406) resulted in floating point underflow. 2 - x %e quad_qagi: Numerical evaluation of ──────── at 233.0651686899483 2 49 x + ─── 100 is not a float or is not defined unknown This differed from the expected result: true 322/323 tests passed (not counting 1 expected errors) The following 1 problem failed: (321) Running tests in rtestmt19937: 15/15 tests passed Running tests in rtest_allnummod: 575/575 tests passed Running tests in rtest_maxmin: 110/110 tests passed (not counting 6 expected errors) Running tests in rtestconjugate: asech: argument -0.5 isn't in the domain of asech. -- an error. To debug this try: debugmode(true); ****************** rtestconjugate.mac: Problem 275 (line 876) ***************** Input: - 1 map('conjugate, [asech(2), asech(───)]) 2 Result: asech: argument -0.5 isn't in the domain of asech. 1 [- asech(2), conjugate(asech(- ─))] 2 This differed from the expected result: - 1 [conjugate(asech(2)), conjugate(asech(───))] 2 290/291 tests passed The following 1 problem failed: (275) Running tests in rtestsum: Warning: $FOO is defined more than once as `compiler-macro' in file NIL. Warning: FOO-IMPL is defined more than once as `operator' in file NIL. Warning: $FOO is defined more than once as `operator' in file NIL. Warning: $G is defined more than once as `compiler-macro' in file NIL. Warning: G-IMPL is defined more than once as `operator' in file NIL. Warning: $G is defined more than once as `operator' in file NIL. 348/348 tests passed (not counting 3 expected errors) Running tests in rtest_trig: ******************** rtest_trig.mac: Problem 202 (line 823) ******************* Input: block([x, fpprec : 40, bad : [], ts : [- 2.5, - 1.5, - 0.5, 0.0, 0.5, 1.5, 2.5], pts, u, v, w, m, rel_err_uv, rel_err_uw], pts : append(create_list(a + b %i, a, ts, b, ts), create_list(t + d %i, t, ts, d, [1.0e-6, - 1.0e-6]), create_list(d + t %i, t, ts, d, [1.0e-6, - 1.0e-6])), pts : delete(0.0, pts), for fg in append(create_list([f, g], f, [sin, cos, tan, csc, sec, cot], g, [asin, acos, atan, acsc, asec, acot]), create_list([f, g], f, [sinh, cosh, tanh, csch, sech, coth], g, [asinh, acosh, atanh, acsch, asech, acoth])) do for p in pts do (u : float(rectform(apply(fg , [apply(fg , [p])]))), 1 2 v : float(rectform(subst(x = p, apply(fg , [apply(fg , [x])])))), 1 2 w : float(rectform(bfloat(subst(x = bfloat(p), apply(fg , [apply(fg , [x])]))))), m : max(1, cabs(u)), 1 2 cabs(u - v) cabs(u - w) rel_err_uv : ───────────, rel_err_uw : ───────────, m m if (rel_err_uv > 1.7e-8) or (rel_err_uw > 1.6e-8) then push([fg, p, u, v, w, rel_err_uv, rel_err_uw], bad)), bad) Result: Attempt to divide 1.8708286933869707 by zero. error-catch This differed from the expected result: [] ******************** rtest_trig.mac: Problem 213 (line 912) ******************* Input: block([fpprec : 40, ratprint : false, bad : [], - 1 1 1 ts : [- 2, - 1, ───, 0, ─, 1, 2], d : ────, pts, 2 2 1024 poles : [[atan, %i], [atan, - %i], [acot, %i], [acot, - %i], [atanh, 1], [atanh, - 1], [acoth, 1], [acoth, - 1], [acsc, 0], [asec, 0], [acsch, 0], [asech, 0]]], pts : unique(append(create_list(a + b %i, a, ts, b, ts), create_list(t + o %i, t, ts, o, [d, - d]), create_list(o + t %i, t, ts, o, [d, - d]), 1 1 sqrt(3) create_list(s v, s, [- 1, 1], v, [sqrt(2) - 1, ───────, ───────, ───────, sqrt(3) sqrt(2) 2 2 ───────, sqrt(2), sqrt(3), sqrt(2) + 1]))), sqrt(3) for f in [asin, acos, atan, acsc, asec, acot, asinh, acosh, atanh, acsch, asech, acoth] do for p in pts do block([errormsg : false, r, v], r : errcatch(expand(apply(f, [bfloat(p)]))), v : [errcatch(expand(apply(f, [float(p)]))), errcatch(expand(float(apply(f, [p])))), errcatch(expand(bfloat(apply(f, [p])))), errcatch(expand(bfloat(rectform(apply(f, [p]))))), errcatch(expand(bfloat(rectform(block([%iargs : false, %piargs : false, trigsign : false], logarc(apply(f, [p])))))))], if member([f, p], poles) then (if (r # []) or some(lambda([u], u # []), v) then push([f, p, r, v], bad)) else (if (r = []) or member([], v) or (not every(lambda([u], numberp(realpart(u )) and numberp(imagpart(u ))), 1 1 cons(r, v))) then push([f, p, r, v], bad) cabs(u - r ) 1 1 else block([m : max(1, cabs(r )), e], e : map(lambda([u], ─────────────), v), 1 m if (e > 5.0e-14) or (e > 5.0e-14) or (lmax(rest(e, 2)) > 1.0b-35) 1 2 then push([f, p, r, v], bad)))), bad) Result: sqrt(3) [[asech, - ───────, [3.141592653589793238462643383279502884197b0 %i 2 + 5.493061443340548456976226184612628523237b-1], [[], [], [3.141592653589793238462643383279502884197b0 %i + 5.493061443340548456976226184612628523237b-1], [3.141592653589793238462643383279502884197b0 %i + 5.493061443340548456976226184612628523237b-1], [3.141592653589793238462643383279502884197b0 %i + 5.493061443340548456976226184612628523237b-1]]], 1 [asech, - ───────, [3.141592653589793238462643383279502884197b0 %i sqrt(3) + 1.146215834780588843900393655674007715811b0], [[], [], [3.141592653589793238462643383279502884197b0 %i + 1.146215834780588843900393655674007715811b0], [3.141592653589793238462643383279502884197b0 %i + 1.146215834780588843900393655674007715811b0], [3.141592653589793238462643383279502884197b0 %i + 1.146215834780588843900393655674007715811b0]]], [asech, 1 - sqrt(2), [3.141592653589793238462643383279502884197b0 %i + 1.528570919480998161272456184793673393289b0], [[], [], [3.141592653589793238462643383279502884197b0 %i + 1.528570919480998161272456184793673393289b0], [3.141592653589793238462643383279502884197b0 %i + 1.528570919480998161272456184793673393289b0], [3.141592653589793238462643383279502884197b0 %i + 1.528570919480998161272456184793673393289b0]]], 1 [asech, - ───────, [3.141592653589793238462643383279502884197b0 %i sqrt(2) + 8.813735870195430252326093249797923090282b-1], [[], [], [3.141592653589793238462643383279502884197b0 %i + 8.813735870195430252326093249797923090282b-1], [3.141592653589793238462643383279502884197b0 %i + 8.813735870195430252326093249797923090282b-1], [3.141592653589793238462643383279502884197b0 %i + 8.813735870195430252326093249797923090282b-1]]], 1 [asech, - ────, [3.141592653589793238462643383279502884197b0 %i 1024 + 7.624618747740734036853587005224614105993b0], [[], [], [3.141592653589793238462643383279502884197b0 %i + 7.624618747740734036853587005224614105993b0], [3.141592653589793238462643383279502884197b0 %i + 7.624618747740734036853587005224614105993b0], [3.141592653589793238462643383279502884197b0 %i + 7.624618747740734036853587005224614105993b0]]], 1 [asech, - ─, [3.141592653589793238462643383279502884197b0 %i 2 + 1.316957896924816708625046347307968444027b0], [[], [], [3.141592653589793238462643383279502884197b0 %i + 1.316957896924816708625046347307968444027b0], [3.141592653589793238462643383279502884197b0 %i + 1.316957896924816708625046347307968444027b0], [3.141592653589793238462643383279502884197b0 %i + 1.316957896924816708625046347307968444027b0]]], [asech, - 1, [3.141592653589793238462643383279502884197b0 %i], [[], [], [3.141592653589793238462643383279502884197b0 %i], [3.141592653589793238462643383279502884197b0 %i], [3.141592653589793238462643383279502884197b0 %i]]], [acsch, - 2 %i, [5.23598775598298873077107230546583814033b-1 %i + 1.147943701974890144500719274631099294745b-41], [[- 0.5235987755982989 %i], [0.5235987755982988 %i], [5.235987755982988730771072305465838140329b-1 %i], [5.235987755982988730771072305465838140329b-1 %i], [5.235987755982988730771072305465838140329b-1 %i]]], %i [acsch, 2 - ────, [2.183659724718759143077203268795958878933b-4 %i 1024 + 4.812117290979934850644936347335484331514b-1], [[0.4812117290979935 - 2.183659724718759e-4 %i], [2.183659724718759e-4 %i + 0.4812117290979935], [2.18365972471875914307720326879595994898b-4 %i + 4.812117290979934850644936347335484331515b-1], [2.18365972471875914307720326879595994898b-4 %i + 4.812117290979934850644936347335484331515b-1], [2.183659724718759143077203268795958878933b-4 %i + 4.812117290979934850644936347335484331514b-1]]], %i [acsch, 1 - ────, [6.90533609291062830596483355978297664004b-4 %i 1024 + 8.813730812576121091550690144523618264446b-1], [[0.8813730812576122 - 6.905336092910628e-4 %i], [6.905336092910628e-4 %i + 0.8813730812576122], [6.905336092910628305964833559782976733812b-4 %i + 8.813730812576121091550690144523618264447b-1], [6.905336092910628305964833559782976733812b-4 %i + 8.813730812576121091550690144523618264447b-1], [6.90533609291062830596483355978297664004b-4 %i + 8.813730812576121091550690144523618264446b-1]]], 1 %i [acsch, ─ - ────, [1.746925530679972826841022176885668391213b-3 %i 2 1024 + 1.443633428001078824470206866362660550486b0], [[1.443633428001079 - 0.0017469255306799727 %i], [0.0017469255306799727 %i + 1.443633428001079], [1.746925530679972826841022176885668383864b-3 %i + 1.443633428001078824470206866362660550486b0], [1.746925530679972826841022176885668383864b-3 %i + 1.443633428001078824470206866362660550486b0], [1.746925530679972826841022176885668391213b-3 %i + 1.443633428001078824470206866362660550486b0]]], %i 1 [acsch, - ──── - ─, [1.746925530679972826841022176885668383864b-3 %i 1024 2 - 1.443633428001078824470206866362660550486b0], [[- 0.0017469255306799727 %i - 1.443633428001079], [0.0017469255306799727 %i - 1.443633428001079], [1.746925530679972826841022176885668391213b-3 %i - 1.443633428001078824470206866362660550486b0], [1.746925530679972826841022176885668391213b-3 %i - 1.443633428001078824470206866362660550486b0], [1.746925530679972826841022176885668383864b-3 %i - 1.443633428001078824470206866362660550486b0]]], %i [acsch, - ──── - 1, [6.905336092910628305964833559782976733812b-4 %i 1024 - 8.813730812576121091550690144523618264447b-1], [[- 6.905336092910628e-4 %i - 0.8813730812576122], [6.905336092910628e-4 %i - 0.8813730812576122], [6.90533609291062830596483355978297664004b-4 %i - 8.813730812576121091550690144523618264446b-1], [6.90533609291062830596483355978297664004b-4 %i - 8.813730812576121091550690144523618264446b-1], [6.905336092910628305964833559782976733812b-4 %i - 8.813730812576121091550690144523618264447b-1]]], %i [acsch, - ──── - 2, [2.18365972471875914307720326879595994898b-4 %i 1024 - 4.812117290979934850644936347335484331515b-1], [[- 2.183659724718759e-4 %i - 0.4812117290979935], [2.183659724718759e-4 %i - 0.4812117290979935], [2.183659724718759143077203268795958878933b-4 %i - 4.812117290979934850644936347335484331514b-1], [2.183659724718759143077203268795958878933b-4 %i - 4.812117290979934850644936347335484331514b-1], [2.18365972471875914307720326879595994898b-4 %i - 4.812117290979934850644936347335484331515b-1]]], %i [acsch, 2 - ──, [1.065405029527570398959351970010048319968b-1 %i 2 + 4.571784768691751574836831071213355639717b-1], [[0.4571784768691752 - 0.10654050295275705 %i], [0.10654050295275705 %i + 0.4571784768691752], [1.065405029527570398959351970010048319968b-1 %i + 4.571784768691751574836831071213355639717b-1], [1.065405029527570398959351970010048319965b-1 %i + 4.571784768691751574836831071213355639717b-1], [1.065405029527570398959351970010048319969b-1 %i + 4.571784768691751574836831071213355639717b-1]]], %i [acsch, 1 - ──, [3.112257972447610953264715339739954515507b-1 %i 2 + 7.638843459537110454069194418064764103456b-1], [[0.7638843459537112 - 0.3112257972447611 %i], [0.3112257972447611 %i + 0.7638843459537112], [3.112257972447610953264715339739954515506b-1 %i + 7.638843459537110454069194418064764103457b-1], [3.112257972447610953264715339739954515506b-1 %i + 7.638843459537110454069194418064764103457b-1], [3.112257972447610953264715339739954515507b-1 %i + 7.638843459537110454069194418064764103456b-1]]], 1 %i [acsch, ─ - ──, [6.662394324925152551040048959777927206675b-1 %i 2 2 + 1.061275061905035652033018916213573485807b0], [[1.0612750619050357 - 0.6662394324925153 %i], [0.6662394324925153 %i + 1.0612750619050357], [6.662394324925152551040048959777927206676b-1 %i + 1.061275061905035652033018916213573485807b0], [6.662394324925152551040048959777927206676b-1 %i + 1.061275061905035652033018916213573485807b0], [6.662394324925152551040048959777927206675b-1 %i + 1.061275061905035652033018916213573485807b0]]], 1 %i [acsch, ──── - ──, [1.568541055173598050795515484315252282131b0 %i 1024 2 + 1.31695642865026626275629329534759762539b0], [[1.3169564286502664 - 1.568541055173598 %i], [1.568541055173598 %i + 1.3169564286502664], [1.568541055173598050795515484315252282129b0 %i + 1.31695642865026626275629329534759762539b0], [1.568541055173598050795515484315252282129b0 %i + 1.31695642865026626275629329534759762539b0], [1.568541055173598050795515484315252282131b0 %i + 1.31695642865026626275629329534759762539b0]]], %i 1 [acsch, - ── - ────, [1.568541055173598050795515484315252282129b0 %i 2 1024 - 1.31695642865026626275629329534759762539b0], [[- 1.568541055173598 %i - 1.3169564286502664], [1.568541055173598 %i - 1.3169564286502664], [1.568541055173598050795515484315252282131b0 %i - 1.31695642865026626275629329534759762539b0], [1.568541055173598050795515484315252282131b0 %i - 1.31695642865026626275629329534759762539b0], [1.568541055173598050795515484315252282129b0 %i - 1.31695642865026626275629329534759762539b0]]], %i 1 [acsch, - ── - ─, [6.662394324925152551040048959777927206676b-1 %i 2 2 - 1.061275061905035652033018916213573485807b0], [[- 0.6662394324925153 %i - 1.0612750619050357], [0.6662394324925153 %i - 1.0612750619050357], [6.662394324925152551040048959777927206675b-1 %i - 1.061275061905035652033018916213573485807b0], [6.662394324925152551040048959777927206675b-1 %i - 1.061275061905035652033018916213573485807b0], [6.662394324925152551040048959777927206676b-1 %i - 1.061275061905035652033018916213573485807b0]]], %i [acsch, - ── - 1, [3.112257972447610953264715339739954515506b-1 %i 2 - 7.638843459537110454069194418064764103457b-1], [[- 0.3112257972447611 %i - 0.7638843459537112], [0.3112257972447611 %i - 0.7638843459537112], [3.112257972447610953264715339739954515507b-1 %i - 7.638843459537110454069194418064764103456b-1], [3.112257972447610953264715339739954515507b-1 %i - 7.638843459537110454069194418064764103456b-1], [3.112257972447610953264715339739954515506b-1 %i - 7.638843459537110454069194418064764103457b-1]]], %i [acsch, - ── - 2, [1.065405029527570398959351970010048319968b-1 %i 2 - 4.571784768691751574836831071213355639717b-1], [[- 0.10654050295275705 %i - 0.4571784768691752], [0.10654050295275705 %i - 0.4571784768691752], [1.065405029527570398959351970010048319968b-1 %i - 4.571784768691751574836831071213355639717b-1], [1.065405029527570398959351970010048319969b-1 %i - 4.571784768691751574836831071213355639717b-1], [1.065405029527570398959351970010048319965b-1 %i - 4.571784768691751574836831071213355639717b-1]]], [acsch, 2 - %i, [1.863180541078155258221701922083310686627b-1 %i + 3.965682301123289789165343344590700055224b-1], [[0.396568230112329 - 0.18631805410781554 %i], [0.18631805410781554 %i + 0.396568230112329], [1.863180541078155258221701922083310686625b-1 %i + 3.965682301123289789165343344590700055224b-1], [1.863180541078155258221701922083310686625b-1 %i + 3.965682301123289789165343344590700055224b-1], [1.863180541078155258221701922083310686627b-1 %i + 3.965682301123289789165343344590700055224b-1]]], [acsch, 1 - %i, [4.522784471511906820636583978309793607156b-1 %i + 5.306375309525178260165094581067867429034b-1], [[0.5306375309525178 - 0.45227844715119064 %i], [0.45227844715119064 %i + 0.5306375309525178], [4.522784471511906820636583978309793607156b-1 %i + 5.306375309525178260165094581067867429034b-1], [4.522784471511906820636583978309793607156b-1 %i + 5.306375309525178260165094581067867429034b-1], [4.522784471511906820636583978309793607156b-1 %i + 5.306375309525178260165094581067867429034b-1]]], 1 [acsch, ─ - %i, [7.730863567195047334202185698382847566261b-1 %i 2 + 5.332182905841121410832440027804049927476b-1], [[0.5332182905841122 - 0.7730863567195049 %i], [0.7730863567195049 %i + 0.5332182905841122], [7.730863567195047334202185698382847566262b-1 %i + 5.332182905841121410832440027804049927476b-1], [7.730863567195047334202185698382847566262b-1 %i + 5.332182905841121410832440027804049927476b-1], [7.730863567195047334202185698382847566262b-1 %i + 5.332182905841121410832440027804049927476b-1]]], 1 [acsch, ──── - %i, [1.539533619152463558989307414623275561887b0 %i 1024 + 3.123727633882749805868088744176711794818b-2], [[0.031237276338827516 - 1.5395336191524636 %i], [1.5395336191524636 %i + 0.031237276338827516], [1.539533619152463558989307414623275561887b0 %i + 3.123727633882749805868088744176711794817b-2], [1.539533619152463558989307414623275561887b0 %i + 3.123727633882749805868088744176711794806b-2], [1.539533619152463558989307414623275561887b0 %i + 3.123727633882749805868088744176711794805b-2]]], 1 [acsch, - %i - ────, [1.539533619152463558989307414623275561887b0 %i 1024 - 3.123727633882749805868088744176711794817b-2], [[- 1.5395336191524636 %i - 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9.261330313501824245501244453057873152695b-1 %i], [[0.3494390628572133 - 0.9261330313501823 %i], [- 0.9261330313501823 %i - 0.3494390628572133], [3.494390628572132936274118260753699527325b-1 - 9.261330313501824245501244453057873152695b-1 %i], [3.494390628572132936274118260753699527325b-1 - 9.261330313501824245501244453057873152694b-1 %i], [3.494390628572132936274118260753699527325b-1 - 9.261330313501824245501244453057873152693b-1 %i]]], 1 [asin, ──── - %i, [6.905339385631205605180917559122359807754b-4 1024 - 8.81373755606947117393684030464841909228b-1 %i], [[6.905339385631207e-4 - 0.8813737556069472 %i], [- 0.8813737556069472 %i - 6.905339385631207e-4], [6.905339385631205605180917559122359807754b-4 - 8.81373755606947117393684030464841909228b-1 %i], [6.905339385631205605180917559122359807755b-4 - 8.81373755606947117393684030464841909228b-1 %i], [6.905339385631205605180917559122359807754b-4 - 8.813737556069471173936840304648419092279b-1 %i]]], 1 [asin, - %i - ────, [- 8.81373755606947117393684030464841909228b-1 %i 1024 - 6.905339385631205605180917559122359807754b-4], [[6.905339385631207e-4 - 0.8813737556069472 %i], [- 0.8813737556069472 %i - 6.905339385631207e-4], [- 8.81373755606947117393684030464841909228b-1 %i - 6.905339385631205605180917559122359807754b-4], [- 8.81373755606947117393684030464841909228b-1 %i - 6.905339385631205605180917559122359807755b-4], [- 8.813737556069471173936840304648419092279b-1 %i - 6.905339385631205605180917559122359807754b-4]]], 1 [asin, - %i - ─, [- 9.261330313501824245501244453057873152695b-1 %i 2 - 3.494390628572132936274118260753699527325b-1], [[0.3494390628572133 - 0.9261330313501823 %i], [- 0.9261330313501823 %i - 0.3494390628572133], [- 9.261330313501824245501244453057873152695b-1 %i - 3.494390628572132936274118260753699527325b-1], [- 9.261330313501824245501244453057873152694b-1 %i - 3.494390628572132936274118260753699527325b-1], [- 9.261330313501824245501244453057873152693b-1 %i - 3.494390628572132936274118260753699527325b-1]]], [asin, - %i - 1, [- 1.061275061905035652033018916213573485807b0 %i - 6.662394324925152551040048959777927206677b-1], [[0.6662394324925153 - 1.0612750619050357 %i], [- 1.0612750619050357 %i - 0.6662394324925153], [- 1.061275061905035652033018916213573485807b0 %i - 6.662394324925152551040048959777927206677b-1], [- 1.061275061905035652033018916213573485807b0 %i - 6.662394324925152551040048959777927206676b-1], [- 1.061275061905035652033018916213573485807b0 %i - 6.662394324925152551040048959777927206675b-1]]], [asin, - %i - 2, [- 1.469351744368185273255844317361647616788b0 %i - 1.063440023577752056189491997089551002852b0], [[1.063440023577752 - 1.4693517443681852 %i], [- 1.4693517443681852 %i - 1.063440023577752], [- 1.469351744368185273255844317361647616788b0 %i - 1.063440023577752056189491997089551002852b0], [- 1.469351744368185273255844317361647616788b0 %i - 1.063440023577752056189491997089551002852b0], [- 1.469351744368185273255844317361647616788b0 %i - 1.063440023577752056189491997089551002852b0]]], [asin, 2 - 2 %i, [7.542491446980460407075467464278947905301b-1 - 1.734324521487966447958410939354161219816b0 %i], [[0.7542491446980459 - 1.7343245214879666 %i], [- 1.7343245214879666 %i - 0.7542491446980459], [7.542491446980460407075467464278947905301b-1 - 1.734324521487966447958410939354161219816b0 %i], [7.5424914469804604070754674642789479053b-1 - 1.734324521487966447958410939354161219816b0 %i], [7.542491446980460407075467464278947905298b-1 - 1.734324521487966447958410939354161219815b0 %i]]], [asin, 1 - 2 %i, [4.270785863924761254806468833189568593033b-1 - 1.528570919480998161272456184793673393289b0 %i], [[0.42707858639247614 - 1.5285709194809982 %i], [- 1.5285709194809982 %i - 0.42707858639247614], [4.270785863924761254806468833189568593033b-1 - 1.528570919480998161272456184793673393289b0 %i], [4.270785863924761254806468833189568593035b-1 - 1.528570919480998161272456184793673393289b0 %i], [4.270785863924761254806468833189568593033b-1 - 1.528570919480998161272456184793673393289b0 %i]]], 1 [asin, ─ - 2 %i, [2.210186356228838589019917570154025783473b-1 2 - 1.465715351947290521777344887530614304661b0 %i], [[0.22101863562288385 - 1.4657153519472905 %i], [- 1.4657153519472905 %i - 0.22101863562288385], [2.210186356228838589019917570154025783473b-1 - 1.465715351947290521777344887530614304661b0 %i], [2.21018635622883858901991757015402578348b-1 - 1.465715351947290521777344887530614304661b0 %i], [2.210186356228838589019917570154025783473b-1 - 1.465715351947290521777344887530614304661b0 %i]]], 1 [asin, ──── - 2 %i, [4.367320074187560968446039389201982504189b-4 1024 - 1.443635560478030270309949925966222785988b0 %i], [[4.367320074187561e-4 - 1.4436355604780304 %i], [- 1.4436355604780304 %i - 4.367320074187561e-4], [4.367320074187560968446039389201982504189b-4 - 1.443635560478030270309949925966222785988b0 %i], [4.367320074187560968446039389201982633237b-4 - 1.443635560478030270309949925966222785988b0 %i], [4.367320074187560968446039389201982496997b-4 - 1.443635560478030270309949925966222785988b0 %i]]], 1 [asin, - 2 %i - ────, [- 1.443635560478030270309949925966222785988b0 %i 1024 - 4.367320074187560968446039389201982504189b-4], [[4.367320074187561e-4 - 1.4436355604780304 %i], [- 1.4436355604780304 %i - 4.367320074187561e-4], [- 1.443635560478030270309949925966222785988b0 %i - 4.367320074187560968446039389201982504189b-4], [- 1.443635560478030270309949925966222785988b0 %i - 4.367320074187560968446039389201982633237b-4], [- 1.443635560478030270309949925966222785988b0 %i - 4.367320074187560968446039389201982496997b-4]]], 1 [asin, - 2 %i - ─, [- 1.465715351947290521777344887530614304661b0 %i 2 - 2.210186356228838589019917570154025783473b-1], [[0.22101863562288385 - 1.4657153519472905 %i], [- 1.4657153519472905 %i - 0.22101863562288385], [- 1.465715351947290521777344887530614304661b0 %i - 2.210186356228838589019917570154025783473b-1], [- 1.465715351947290521777344887530614304661b0 %i - 2.21018635622883858901991757015402578348b-1], [- 1.465715351947290521777344887530614304661b0 %i - 2.210186356228838589019917570154025783473b-1]]], [asin, - 2 %i - 1, [- 1.528570919480998161272456184793673393289b0 %i - 4.270785863924761254806468833189568593033b-1], [[0.42707858639247614 - 1.5285709194809982 %i], [- 1.5285709194809982 %i - 0.42707858639247614], [- 1.528570919480998161272456184793673393289b0 %i - 4.270785863924761254806468833189568593033b-1], [- 1.528570919480998161272456184793673393289b0 %i - 4.270785863924761254806468833189568593035b-1], [- 1.528570919480998161272456184793673393289b0 %i - 4.270785863924761254806468833189568593033b-1]]], [asin, - 2 %i - 2, [- 1.734324521487966447958410939354161219816b0 %i - 7.542491446980460407075467464278947905301b-1], [[0.7542491446980459 - 1.7343245214879666 %i], [- 1.7343245214879666 %i - 0.7542491446980459], [- 1.734324521487966447958410939354161219816b0 %i - 7.542491446980460407075467464278947905301b-1], [- 1.734324521487966447958410939354161219816b0 %i - 7.5424914469804604070754674642789479053b-1], [- 1.734324521487966447958410939354161219815b0 %i - 7.542491446980460407075467464278947905298b-1]]]] This differed from the expected result: [] 215/217 tests passed (not counting 1 expected errors) The following 2 problems failed: (202 213) Running tests in rtest_zeta: 32/32 tests passed Running tests in rtest_diff_invtrig: ***************** rtest_diff_invtrig.mac: Problem 26 (line 93) **************** Input: - 6 block([h : 10 , fail : [], ratprint : false, prederror : true], for f in [asin, acos, atan, acot, asec, acsc, asinh, acosh, atanh, acoth, - 5 - 3 - 1 1 3 asech, acsch] do for r in [───, ───, ───, ─, ─, 4 4 4 4 4 5 - 3 - 1 1 3 ─] do for i in [- 2, ───, - 1, ───, 0, ─, 1, ─, 4 2 2 2 2 │ f(z + h) - f(z - h) │ 2] do if │float(subst(z = r + i %i, diff(f(z), z) - ───────────────────))│ > │ 2 h │ 1.0e-6 then push([f, r + i %i], fail), fail) Result: Attempt to divide 1.5000003333332963 by zero. error-catch This differed from the expected result: [] 25/26 tests passed The following 1 problem failed: (26) Running tests in rtest_scalarp: 20/20 tests passed Running tests in rtest_everysome: 84/84 tests passed Running tests in rtestint: 357/357 tests passed Running tests in rtest_mactex: ************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************ rtest_mactex.mac: Problem 62 (line 249) *********************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************** Input: 123 ─── 1.23b458 1.23e+44 456 tex(──────── + ──────── + ───, false) a b c Result: $${{41}\over{152\,c}}+{{1.23 \times 10^{+44}}\over{b}}+{{1.23_B \times 10^{458}}\over{a}}$$ This differed from the expected result: $${{41}\over{152\,c}}+{{1.23 \times 10^{44}}\over{b}}+{{1.23_B \times 10^{458}}\over{a}}$$ ************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************ rtest_mactex.mac: Problem 63 (line 253) *********************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************************** Input: 2 3 4 5 tex(123 + 456 x + 789.0 x + 9.87e+52 x + 6.54b-48 x + 1.729b45 x , false) Result: $$1.729_B \times 10^{45}\,x^5+6.54_B \times 10^{-48}\,x^4+9.87 \times 10^{+52}\,x^3+789.0\,x^2+456\,x+123$$ This differed from the expected result: $$1.729_B \times 10^{45}\,x^5+6.54_B \times 10^{-48}\,x^4+9.87 \times 10^{52}\,x^3+789.0\,x^2+456\,x+123$$ 263/265 tests passed The following 2 problems failed: (62 63) Running tests in rtest_numth: 237/237 tests passed Running tests in rtestifactor: 34/34 tests passed Running tests in rtest_equal: 212/212 tests passed (not counting 2 expected errors) Running tests in rtest_abs: 175/175 tests passed Running tests in rtest_taylor: 52508000 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 246/246 tests passed (not counting 5 expected errors) Running tests in rtest_dot: 72/72 tests passed Running tests in rtest_mset: 113/113 tests passed Running tests in rtest_boolean: 116/116 tests passed Running tests in rtest_round: 101/101 tests passed Running tests in rtest_map: 145/145 tests passed (not counting 3 expected errors) Running tests in rtest_sign: 775/775 tests passed (not counting 5 expected errors) Running tests in rtest_algebraic: 48/48 tests passed Running tests in rtest_gamma: ******************** rtest_gamma.mac: Problem 48 (line 176) ******************* Input: relerror(factlim!, bfloat(factlim)!, 1.0b-58) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ******************* rtest_gamma.mac: Problem 198 (line 784) ******************* Input: fpprec : 16 Result: 16 ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ******************* rtest_gamma.mac: Problem 663 (line 3297) ****************** Input: beta_incomplete(ap, b, 0) Result: 0 ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ******************* rtest_gamma.mac: Problem 670 (line 3320) ****************** Input: beta_incomplete(1.0, 1, z) Result: 1.0000000000000022 z This differed from the expected result: 1.0 z ******************* rtest_gamma.mac: Problem 745 (line 3705) ****************** Input: relerror(erf(inverse_erf(- 2.0b0 - 2.0b0 %i)), - 2.0b0 - 2.0b0 %i, 6.6b-25) Result: true ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ******************* rtest_gamma.mac: Problem 752 (line 3749) ****************** Input: - 256 1 relerror(gamma(2.0 + 1.0e-200 %i), rectform(──────────────────────), - 256 2.0 + 1.0e-200 %i 2.0e-15) Result: gamma: overflow in GAMMA-LANCZOS. error-catch This differed from the expected result: true ******************* rtest_gamma.mac: Problem 816 (line 4013) ****************** Input: beta_incomplete_regularized(4830, 171, 0.8333333333333334) Result: COMMON-LISP:EXP operation on (-746.9263554146528) resulted in floating point underflow. error-catch This differed from the expected result: 1.134595788994921e-194 ******************* rtest_gamma.mac: Problem 817 (line 4016) ****************** Input: beta_incomplete_regularized(1000.0, 1000.0, 0.5) Result: COMMON-LISP:EXP operation on (-1388.4826016359002) resulted in floating point underflow. error-catch This differed from the expected result: 0.5 902/906 tests passed (not counting 4 expected errors) The following 4 problems failed: (670 752 816 817) The following 4 problems passed but were expected to fail: (48 198 663 745) Running tests in rtest_expintegral: 226/226 tests passed Running tests in rtest_signum: 114/114 tests passed Running tests in rtest_lambert_w: 61/61 tests passed Running tests in rtest_elliptic: ****************** rtest_elliptic.mac: Problem 92 (line 509) ****************** Input: 1 elliptic_ec(─) 2 Result: 2 3 gamma (─) 3/2 4 %pi ─────────── + ─────────── 2 sqrt(%pi) 2 3 4 gamma (─) 4 ... Which was correct, but was expected to be wrong due to a known bug in Maxima or International Allegro CL Free Express Edition. ****************** rtest_elliptic.mac: Problem 98 (line 533) ****************** Input: is(abs(jacobi_dn(inverse_jacobi_dn(- 2.0, 3.0), 3.0) + 2) < 1.0e-14) Result: false This differed from the expected result: true ***************** rtest_elliptic.mac: Problem 241 (line 1108) ***************** Input: makelist(block([z : 2 k, m : 1 + 0.5 %i], closeto(sin(jacobi_am(z, m)) - jacobi_sn(z, m), 6.7533e-16)), k, 0, 10) Result: [true, true, 3.109386059855516, 1.4196400235356381, true, true, 1.856088322105045, true, true, 1.4367807408952125, 1.9568500269567126] This differed from the expected result: [true, true, true, true, true, true, true, true, true, true, true] ***************** rtest_elliptic.mac: Problem 243 (line 1118) ***************** Input: makelist(block([z : 2 k %i, m : 1.75], closeto(sin(jacobi_am(z, m)) - jacobi_sn(z, m), 1.0659e-14)), k, 0, 10) Result: [true, true, true, true, 4.242690683573504e-13, true, true, 4.5769774249300485e-10, true, true, 1.7919497824712935e-6] This differed from the expected result: [true, true, true, true, true, true, true, true, true, true, true] ***************** rtest_elliptic.mac: Problem 244 (line 1123) ***************** Input: makelist(block([z : 2 k %i, m : 1.75 + %i], closeto(sin(jacobi_am(z, m)) - jacobi_sn(z, m), 1.4044e-15)), k, 0, 10) Result: [true, 1.1442068470719986, 2.872491121723982, 1.5249357087045754, 1.3826500456424249, 1.9315886662554473, 1.9666729419042839, 0.9171073598198697, 0.3526358774670279, true, true] This differed from the expected result: [true, true, true, true, true, true, true, true, true, true, true] 253/257 tests passed (not counting 2 expected errors) The following 4 problems failed: (98 241 243 244) The following 1 problem passed but was expected to fail: (92) Running tests in rtest_integrate: ***************** rtest_integrate.mac: Problem 916 (line 6779) **************** Input: d is(abs(float(expand(integrate(── (asin(2 + %i x)), x, - 1, 1))) dx - 0.3047876948867371 %i) < 1.0e-12) Result: false This differed from the expected result: true ***************** rtest_integrate.mac: Problem 930 (line 6827) **************** Input: is(abs(float(integrate(acosh(x), x, - 3, - 2)) - (1.557949411090311 + %pi %i)) < 1.0e-12) Result: Attempt to divide 2.0 by zero. error-catch This differed from the expected result: true ***************** rtest_integrate.mac: Problem 931 (line 6833) **************** Input: d is(abs(float(expand(integrate(── (acos(2 + %i x)), x, - 1, 1))) dx + 0.3047876948867371 %i) < 1.0e-12) Result: false This differed from the expected result: true 963/966 tests passed (not counting 2 expected errors) The following 3 problems failed: (916 930 931) Running tests in rtest_integrate_special: 53/53 tests passed Running tests in rtest_sqrt: 317/317 tests passed (not counting 1 expected errors) Running tests in rtest_carg: 53/53 tests passed (not counting 2 expected errors) Running tests in rtest_log: 140/140 tests passed Running tests in rtest_power: 69/69 tests passed (not counting 3 expected errors) Running tests in rtestdefstruct: 34/34 tests passed Running tests in rtest_limit: 53314656 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52581952 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52773872 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52849440 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 53315072 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52535808 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52810912 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52571136 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information. 52647936 bytes have been tenured, next gc will be global. See the documentation for variable EXCL:*GLOBAL-GC-BEHAVIOR* for more information.