| /dports/astro/gpsd/gpsd-3.20/tests/ |
| H A D | test_matrix.c | 22 } inverses[] = { variable
77 for (i = 0; i < sizeof(inverses) / sizeof(inverses[0]); i++) { in main()
79 if (!matrix_invert(inverses[i].mat, inverse)) { in main()
82 if (!check_diag(i, inverse, inverses[i].inv)) in main()
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| /dports/math/p5-Math-GSL/Math-GSL-0.43/pod/ |
| H A D | CDF.pod | 52 their inverses for the named distributions.
69 their inverses for the unit Gaussian distribution.
91 their inverses for the gamma distribution with parameters $a and $b.
102 their inverses for the Cauchy distribution with scale parameter $a.
113 their inverses for the Laplace distribution with width $a.
124 their inverses for the Rayleigh distribution with scale parameter $sigma.
146 their inverses for the Laplace distribution with width $a.
164 their inverses for the t-distribution with $nu degrees of freedom.
186 their inverses for the beta distribution with parameters $a and $b.
197 their inverses for a uniform distribution from $a to $b.
[all …]
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| /dports/math/e-antic/e-antic-1.0.0-rc.13/libeantic/upstream/antic/ulong_extras/test/ |
| H A D | t-compute_primes.c | 46 const double * inverses; in main() local
51 inverses = n_prime_inverses_arr_readonly(n + 1); in main()
53 if (primes[n] != ref_primes[n] || inverses[n] != ref_inverses[n]) in main()
57 flint_printf("inv1 = %g, inv2 = %g\n", inverses[n], ref_inverses[n]); in main()
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| H A D | t-remove2_precomp.c | 22 const double * inverses; in main() local
30 inverses = n_prime_inverses_arr_readonly(10000); in main()
50 exp1 = n_remove2_precomp(&n1, primes[j], inverses[j]); in main()
90 exp1 = n_remove2_precomp(&n1, primes[j], inverses[j]); in main()
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| /dports/math/e-antic/flint2-ae7ec89/ulong_extras/test/ |
| H A D | t-compute_primes.c | 46 const double * inverses; in main() local
51 inverses = n_prime_inverses_arr_readonly(n + 1); in main()
53 if (primes[n] != ref_primes[n] || inverses[n] != ref_inverses[n]) in main()
57 flint_printf("inv1 = %g, inv2 = %g\n", inverses[n], ref_inverses[n]); in main()
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| H A D | t-remove2_precomp.c | 22 const double * inverses; in main() local
30 inverses = n_prime_inverses_arr_readonly(10000); in main()
50 exp1 = n_remove2_precomp(&n1, primes[j], inverses[j]); in main()
90 exp1 = n_remove2_precomp(&n1, primes[j], inverses[j]); in main()
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| /dports/math/flint2/flint-2.8.4/ulong_extras/test/ |
| H A D | t-compute_primes.c | 46 const double * inverses; in main() local
51 inverses = n_prime_inverses_arr_readonly(n + 1); in main()
53 if (primes[n] != ref_primes[n] || inverses[n] != ref_inverses[n]) in main()
57 flint_printf("inv1 = %g, inv2 = %g\n", inverses[n], ref_inverses[n]); in main()
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| H A D | t-remove2_precomp.c | 22 const double * inverses; in main() local
30 inverses = n_prime_inverses_arr_readonly(10000); in main()
50 exp1 = n_remove2_precomp(&n1, primes[j], inverses[j]); in main()
90 exp1 = n_remove2_precomp(&n1, primes[j], inverses[j]); in main()
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| /dports/math/py-mathics-scanner/Mathics_Scanner-1.2.0/test/ |
| H A D | test_has_unicode_inverse_sanity.py | 13 inverses = set()
23 assert uni not in inverses, f"unicode character {uni} has multiple inverses"
25 inverses.add(uni)
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| /dports/net/concourse-fly/concourse-6.7.1/web/elm/tests/ |
| H A D | SerializationTests.elm | 15 [ test "job encoding/decoding are inverses" <|
25 , test "build encoding/decoding are inverses" <|
45 , test "pipeline encoding/decoding are inverses" <|
55 , test "team encoding/decoding are inverses" <|
|
| /dports/misc/concourse/concourse-6.7.2/web/elm/tests/ |
| H A D | SerializationTests.elm | 15 [ test "job encoding/decoding are inverses" <|
25 , test "build encoding/decoding are inverses" <|
45 , test "pipeline encoding/decoding are inverses" <|
55 , test "team encoding/decoding are inverses" <|
|
| /dports/math/e-antic/e-antic-1.0.0-rc.13/libeantic/upstream/antic/ulong_extras/ |
| H A D | factor_trial_range.c | 23 const double * inverses; in n_factor_trial_range() local
26 inverses = n_prime_inverses_arr_readonly(num_primes); in n_factor_trial_range()
32 ppre = inverses[i]; in n_factor_trial_range()
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| H A D | factor_trial_partial.c | 23 const double * inverses; in n_factor_trial_partial() local
27 inverses = n_prime_inverses_arr_readonly(num_primes); in n_factor_trial_partial()
33 ppre = inverses[i]; in n_factor_trial_partial()
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| /dports/math/e-antic/flint2-ae7ec89/ulong_extras/ |
| H A D | factor_trial_range.c | 23 const double * inverses; in n_factor_trial_range() local
26 inverses = n_prime_inverses_arr_readonly(num_primes); in n_factor_trial_range()
32 ppre = inverses[i]; in n_factor_trial_range()
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| H A D | factor_trial_partial.c | 23 const double * inverses; in n_factor_trial_partial() local
27 inverses = n_prime_inverses_arr_readonly(num_primes); in n_factor_trial_partial()
33 ppre = inverses[i]; in n_factor_trial_partial()
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| /dports/math/flint2/flint-2.8.4/ulong_extras/ |
| H A D | factor_trial_range.c | 23 const double * inverses; in n_factor_trial_range() local
26 inverses = n_prime_inverses_arr_readonly(num_primes); in n_factor_trial_range()
32 ppre = inverses[i]; in n_factor_trial_range()
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| H A D | factor_trial_partial.c | 23 const double * inverses; in n_factor_trial_partial() local
27 inverses = n_prime_inverses_arr_readonly(num_primes); in n_factor_trial_partial()
33 ppre = inverses[i]; in n_factor_trial_partial()
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| /dports/math/deal.ii/dealii-803d21ff957e349b3799cd3ef2c840bc78734305/include/deal.II/lac/ |
| H A D | sparse_vanka.templates.h | 39 , inverses() in SparseVanka()
57 , inverses(M.m(), nullptr) in SparseVanka()
74 for (i = inverses.begin(); i != inverses.end(); ++i) in ~SparseVanka()
91 inverses.resize(M.m()); in initialize()
202 inverses[row] = new FullMatrix<float>(row_length, row_length); in compute_inverse()
211 inverses[row]->extract_submatrix_from(*matrix, local_indices, local_indices); in compute_inverse()
214 inverses[row]->gauss_jordan(); in compute_inverse()
352 inverses[row]->vmult(x, b); in apply_preconditioner()
379 for (size_type i = 0; i < inverses.size(); ++i) in memory_consumption()
380 mem += MemoryConsumption::memory_consumption(*inverses[i]); in memory_consumption()
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| /dports/math/p5-Math-GSL/Math-GSL-0.43/pm/Math/GSL/ |
| H A D | CDF.pm.1.16 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
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| H A D | CDF.pm.2.0 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
|
| H A D | CDF.pm.2.1 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
|
| H A D | CDF.pm.2.2 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
|
| H A D | CDF.pm.2.2.1 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
|
| H A D | CDF.pm.2.3 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
|
| H A D | CDF.pm.2.4 | 241 their inverses for the named distributions.
258 their inverses for the unit Gaussian distribution.
280 their inverses for the gamma distribution with parameters $a and $b.
291 their inverses for the Cauchy distribution with scale parameter $a.
302 their inverses for the Laplace distribution with width $a.
313 their inverses for the Rayleigh distribution with scale parameter $sigma.
335 their inverses for the Laplace distribution with width $a.
353 their inverses for the t-distribution with $nu degrees of freedom.
375 their inverses for the beta distribution with parameters $a and $b.
386 their inverses for a uniform distribution from $a to $b.
[all …]
|