/dports/math/octave/octave-6.4.0/doc/interpreter/ |
H A D | quad.txi | 22 Octave comes with several built-in functions for computing the integral 36 the integral 62 @item integral 101 @var{f}(@var{x}) = @var{x} * sin (1/@var{x}) * sqrt (abs (1 - @var{x})) 116 y = x .* sin (1./x) .* sqrt (abs (1 - x)); 168 @DOCSTRING(integral) 271 Octave includes several functions for computing the integral of functions of 348 exponentially with the dimensionality of the integral. Another possible 350 the previous section (@pxref{Orthogonal Collocation}). The integral of a 363 following code computes the studied integral using @math{n=8} points.
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/dports/graphics/openvkl/openvkl-1.1.0/testing/external/ |
H A D | half.hpp | 849 template<std::float_round_style R,bool E,bool I> unsigned int integral(unsigned int value) in integral() function 2976 int abs = arg.data_ & 0x7FFF, e = (abs>>10) + (abs<=0x3FF), exp = (abs&0x3FF) + ((abs>0x3FF)<<10); in exp2() 3270 if(!abs || abs == 0x3C00 || abs >= 0x7C00) in cbrt() 4071 …inline half ceil(half arg) { return half(detail::binary, detail::integral<std::round_toward_infini… in ceil() 4079 …inline half floor(half arg) { return half(detail::binary, detail::integral<std::round_toward_neg_i… in floor() 4087 …inline half trunc(half arg) { return half(detail::binary, detail::integral<std::round_toward_zero,… in trunc() 4095 …inline half round(half arg) { return half(detail::binary, detail::integral<std::round_to_nearest,f… in round() 4110 …inline half rint(half arg) { return half(detail::binary, detail::integral<half::round_style,true,t… in rint() 4125 …inline half nearbyint(half arg) { return half(detail::binary, detail::integral<half::round_style,t… in nearbyint() 4255 for(exp=(abs>>10)-15; abs<0x200; abs<<=1,--exp) ; in ilogb() [all …]
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/dports/math/half/half-2.2.0/include/ |
H A D | half.hpp | 849 template<std::float_round_style R,bool E,bool I> unsigned int integral(unsigned int value) in integral() function 2976 int abs = arg.data_ & 0x7FFF, e = (abs>>10) + (abs<=0x3FF), exp = (abs&0x3FF) + ((abs>0x3FF)<<10); in exp2() 3270 if(!abs || abs == 0x3C00 || abs >= 0x7C00) in cbrt() 4071 …inline half ceil(half arg) { return half(detail::binary, detail::integral<std::round_toward_infini… in ceil() 4079 …inline half floor(half arg) { return half(detail::binary, detail::integral<std::round_toward_neg_i… in floor() 4087 …inline half trunc(half arg) { return half(detail::binary, detail::integral<std::round_toward_zero,… in trunc() 4095 …inline half round(half arg) { return half(detail::binary, detail::integral<std::round_to_nearest,f… in round() 4110 …inline half rint(half arg) { return half(detail::binary, detail::integral<half::round_style,true,t… in rint() 4125 …inline half nearbyint(half arg) { return half(detail::binary, detail::integral<half::round_style,t… in nearbyint() 4255 for(exp=(abs>>10)-15; abs<0x200; abs<<=1,--exp) ; in ilogb() [all …]
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/dports/devel/xtl-quant-stack/xtl-0.7.4/include/xtl/ |
H A D | xhalf_float_impl.hpp | 504 template<std::float_round_style R,bool E,bool I> unsigned int integral(unsigned int value) { in integral() function 2523 int e = (abs>>10) + (abs<=0x3FF), exp = (abs&0x3FF) + ((abs>0x3FF)<<10); in exp2() 2763 if(!abs || abs == 0x3C00 || abs >= 0x7C00) in cbrt() 3516 …inline half ceil(half arg) { return half(detail::binary, detail::integral<std::round_toward_infini… in ceil() 3524 …inline half floor(half arg) { return half(detail::binary, detail::integral<std::round_toward_neg_i… in floor() 3532 …inline half trunc(half arg) { return half(detail::binary, detail::integral<std::round_toward_zero,… in trunc() 3540 …inline half round(half arg) { return half(detail::binary, detail::integral<std::round_to_nearest,f… in round() 3555 …inline half rint(half arg) { return half(detail::binary, detail::integral<half::round_style,true,t… in rint() 3570 …inline half nearbyint(half arg) { return half(detail::binary, detail::integral<half::round_style,t… in nearbyint() 3692 for(exp=(abs>>10)-15; abs<0x200; abs<<=1,--exp) ; in ilogb() [all …]
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/dports/math/e-antic/flint2-ae7ec89/flintxx/ |
H A D | stdmath.h | 26 FLINT_DEFINE_UNOP(abs) in FLINT_DEFINE_BINOP() 76 FLINT_DEFINE_UNOP(integral) in FLINT_DEFINE_BINOP()
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/dports/math/flint2/flint-2.8.4/flintxx/ |
H A D | stdmath.h | 26 FLINT_DEFINE_UNOP(abs) in FLINT_DEFINE_BINOP() 76 FLINT_DEFINE_UNOP(integral) in FLINT_DEFINE_BINOP()
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/dports/math/e-antic/e-antic-1.0.0-rc.13/libeantic/upstream/antic/flintxx/ |
H A D | stdmath.h | 26 FLINT_DEFINE_UNOP(abs) in FLINT_DEFINE_BINOP() 76 FLINT_DEFINE_UNOP(integral) in FLINT_DEFINE_BINOP()
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/dports/math/maxima/maxima-5.43.2/ |
H A D | ChangeLog-5.24 | 47 3211937 wrong sign for integral of e^(-1/x^2) 51 3165872 integrate(abs(sin(x)),x,0,2*%pi) wrong result
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/dports/math/reduce/Reduce-svn5758-src/packages/specfn/ |
H A D | sfbes.red | 306 azfsq := abs!: zfsq; 557 azfsq := abs!: zfsq; 570 plubf(abs!: result, abs!: start)), 5), 574 divbf(log!:(plubf(abs!: result, abs!: start), 5), 628 azfsq := abs!: zfsq; 669 % Does work for non-integral n. 788 % non-integral n. (But in any case it'd be very slow, particularly 789 % for large non-integral n.) 822 (prepre+2 + log10(1/(abs result + abs start)))))/modify) 824 (log10(abs result + abs start)) / modify) [all …]
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/dports/math/freefem++/FreeFem-sources-4.6/idp/ |
H A D | macro_ddm.idp | 30 macro intN()int2d// EOM // two-dimensional integral 31 macro intN1()int1d// EOM // one-dimensional integral 37 macro intN()int3d// EOM // three-dimensional integral 38 macro intN1()int2d// EOM // two-dimensional integral 44 macro intN()int2d// EOM // two-dimensional integral 45 macro intN1()int1d// EOM // one-dimensional integral 46 macro intNxN()int2dx2d// EOM // two-dimensional integral for BEM 51 macro intN()int1d// EOM // one-dimensional integral 52 macro intN1()int0d// EOM // zero-dimensional integral 123 PhGlobal supp = abs(part - rank) < 0.1; [all …]
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/dports/lang/smalltalk/smalltalk-3.2.5/packages/numerics/ |
H A D | NumericsTests.st | 61 ^(a - result) abs 100 self assert: (a evaluate + 2) abs < 0.00001. 228 assert: (finder result abs equalsTo: 1) 650 polynomial := (DhbPolynomial coefficients: #(-3 7 2 1)) integral. 664 polynomial := (DhbPolynomial coefficients: #(-3 7 2 1)) integral: 5. 868 [((roots at: 1) + 2) abs 871 [((roots at: 2) + 1) abs 874 [((roots at: 3) - 5) abs 1095 self should: [(result at: 3) abs < 0.000001] 1311 self assert: result abs < 0.00001 [all …]
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/dports/math/gismo/gismo-21.12.0/src/gsAssembler/ |
H A D | gsPatchRule.hpp | 48 gsVector<T> integral; in gsPatchRule() local 71 std::tie(greville,integral) = this->_integrate(knots); in gsPatchRule() 75 tmp1.second.swap(integral); in gsPatchRule() 80 std::tie(m_nodes[d],m_weights[d]) = this->_compute(knots,greville,integral); in gsPatchRule() 82 std::pair< gsVector<T>,gsVector<T> > tmp2 = this->_compute(knots,greville,integral); in gsPatchRule() 268 if (math::abs(*it-max)/(max)<1e-15)//warning: fixed acuracy in _init()
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/dports/devel/libslang2/slang-2.3.2/doc/tm/rtl/ |
H A D | math.tm | 1 \function{abs} 3 \usage{y = abs(x)} 9 array by using the \ifun{abs} function. 92 \synopsis{Round x up to the nearest integral value} 108 \seealso{Real, Imag, abs} 141 \seealso{abs} 322 \seealso{Real, Conj, abs} 460 \seealso{sqr, abs} 509 \seealso{Imag, Conj, abs} 513 \synopsis{Round to the nearest integral value} [all …]
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/dports/science/mpqc/mpqc-2.3.1/src/bin/mpqc/validate/ref/ |
H A D | input_mp2r12aph2o.out | 39 integral intermediate storage = 519368 bytes 40 integral cache = 7478952 bytes 102 integral intermediate storage = 1604320 bytes 103 integral cache = 6390880 bytes 146 Memory used for integral storage: 1731520 Bytes 184 Memory used for integral storage: 2544240 Bytes 375 r12a-abs-mem: 1.49 3.01
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H A D | mbpt_mp2r12_ne2.out | 49 integral intermediate storage = 959288 bytes 50 integral cache = 31037352 bytes 105 integral intermediate storage = 1620960 bytes 106 integral cache = 30372544 bytes 141 Memory used for integral storage: 1748160 Bytes 179 Memory used for integral storage: 1754880 Bytes 416 r12a-abs-mem: 2.41 5.15
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H A D | mbpt_mp2r12_ne2_posix.out | 49 integral intermediate storage = 959288 bytes 50 integral cache = 31037352 bytes 105 integral intermediate storage = 1620960 bytes 106 integral cache = 30372544 bytes 141 Memory used for integral storage: 1748160 Bytes 179 Memory used for integral storage: 1754880 Bytes 416 r12a-abs-mem: 2.46 5.10
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H A D | mbpt_mp2r12_ne2_tz.out | 49 integral intermediate storage = 959288 bytes 50 integral cache = 31037352 bytes 105 integral intermediate storage = 2028280 bytes 106 integral cache = 29942440 bytes 143 Memory used for integral storage: 2906768 Bytes 181 Memory used for integral storage: 2918288 Bytes 419 r12a-abs-mem: 22.00 45.14
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H A D | mp2r12_mp2r12slasha00ccpvdzaugccpvdzc2v.out | 44 integral intermediate storage = 519368 bytes 45 integral cache = 31478952 bytes 106 integral intermediate storage = 1604320 bytes 107 integral cache = 30390880 bytes 150 Memory used for integral storage: 1731520 Bytes 188 Memory used for integral storage: 1738240 Bytes 372 r12a-abs-mem: 0.82 0.83
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H A D | input_mp2r12ah2o.out | 39 integral intermediate storage = 519368 bytes 40 integral cache = 7478952 bytes 102 integral intermediate storage = 1604320 bytes 103 integral cache = 6390880 bytes 146 Memory used for integral storage: 1731520 Bytes 184 Memory used for integral storage: 2544240 Bytes 337 r12a-abs-mem: 1.49 1.52
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H A D | mp2r12_mp2r12slasha10ccpvdzaugccpvdzc2v.out | 44 integral intermediate storage = 519368 bytes 45 integral cache = 31478952 bytes 106 integral intermediate storage = 1604320 bytes 107 integral cache = 30390880 bytes 150 Memory used for integral storage: 1731520 Bytes 188 Memory used for integral storage: 1738240 Bytes 359 r12a-abs-mem: 0.79 0.80
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/dports/math/reduce/Reduce-svn5758-src/packages/odesolve/ |
H A D | odelin.red | 64 %% particular integral of the full ODE. 196 % to solve a first integral of an exact ODE or a trivially order- 316 % There are (at least) 4 ways to get the particular integral (P.I.) 364 % Next the particular integral: 410 imroot := abs imroot; % to avoid spurious minus sign 411 imroot := (imroot where abs ~x => x); % to avoid spurious abs! 455 % Try to construct a particular integral using the `D-operator 461 % Returns nil if any integral cannot be evaluated. 598 %% The first integral is the LINEAR (n-1)'th order ODE 601 n-1, " is a first integral:"; [all …]
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/dports/math/highs/HiGHS-cfe064e/src/mip/ |
H A D | HighsMipSolverData.cpp | 389 bool integral = true; in runSetup() local 391 if (integral) { in runSetup() 393 integral = false; in runSetup() 396 if (std::abs(ARvalue_[j] - intval) > epsilon) integral = false; in runSetup() 400 maxabsval = std::max(maxabsval, std::abs(ARvalue_[j])); in runSetup() 403 rowintegral[i] = integral; in runSetup() 684 gap = 100 * (ub - lb) / std::max(1.0, std::abs(ub)); in printDisplayLine() 900 if (std::abs(cost - intcost) > epsilon) { in checkObjIntegrality()
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/dports/math/octave-forge-statistics/statistics-1.4.3/inst/ |
H A D | monotone_smooth.m | 115 %K_epanech_kernel = @(z) (3/4) * ((1 - z).^2) .* (abs(z) < 1); 117 …K_epanech_int = @(z) mean(((abs(z) < 1)/2) - (3/4) * (z .* (abs(z) < 1) - (1/3) * (z.^3) .* (abs(z… 119 %integral of kernels up to t 141 %if (abs(wt-wn) < 1E-4) || (tn < (y_min-0.1)) || (tn > (y_max+0.1)) 144 if (abs(wt_scaled-wn_scaled) < 1E-4) || (wt_scaled < -0.1) || (wt_scaled > 1.1)
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/dports/math/R/R-4.1.2/src/library/base/man/ |
H A D | integer.Rd | 44 sign). Non-integral numeric values are truncated towards zero (i.e., 73 page) to convert to integral values. 83 function(x, tol = .Machine$double.eps^0.5) abs(x - round(x)) < tol
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/dports/math/libRmath/R-4.1.1/src/library/base/man/ |
H A D | integer.Rd | 44 sign). Non-integral numeric values are truncated towards zero (i.e., 73 page) to convert to integral values. 83 function(x, tol = .Machine$double.eps^0.5) abs(x - round(x)) < tol
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