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/dports/www/grafana8/grafana-8.3.6/vendor/gonum.org/v1/gonum/num/hyperdual/
H A Dhyperdual_fike.go162 deriv1 := d.E1mag / d.Real
166 E1mag: deriv1,
168 E1E2mag: d.E1E2mag/d.Real - (deriv1 * deriv2),
269 deriv1 := 1 - d.Real*d.Real
270 deriv := 1 / math.Sqrt(deriv1)
275 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(d.Real*math.Pow(deriv1, -1.5)),
303 deriv1 := 1 - d.Real*d.Real
304 deriv := -1 / math.Sqrt(deriv1)
328 deriv1 := 1 + d.Real*d.Real
329 deriv := 1 / deriv1
[all …]
H A Dhyperdual_hyperbolic.go123 deriv1 := d.Real*d.Real + 1
124 deriv := 1 / math.Sqrt(deriv1)
129 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(-d.Real*(deriv/deriv1)),
158 deriv1 := d.Real*d.Real - 1
159 deriv := 1 / math.Sqrt(deriv1)
164 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(-d.Real*(deriv/deriv1)),
194 deriv1 := 1 - d.Real*d.Real
195 deriv := 1 / deriv1
200 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(2*d.Real/(deriv1*deriv1)),
/dports/sysutils/istio/istio-1.6.7/vendor/github.com/openshift/api/vendor/gonum.org/v1/gonum/num/hyperdual/
H A Dhyperdual_fike.go162 deriv1 := d.E1mag / d.Real
166 E1mag: deriv1,
168 E1E2mag: d.E1E2mag/d.Real - (deriv1 * deriv2),
269 deriv1 := 1 - d.Real*d.Real
270 deriv := 1 / math.Sqrt(deriv1)
275 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(d.Real*math.Pow(deriv1, -1.5)),
303 deriv1 := 1 - d.Real*d.Real
304 deriv := -1 / math.Sqrt(deriv1)
328 deriv1 := 1 + d.Real*d.Real
329 deriv := 1 / deriv1
[all …]
H A Dhyperdual_hyperbolic.go123 deriv1 := d.Real*d.Real + 1
124 deriv := 1 / math.Sqrt(deriv1)
129 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(-d.Real*(deriv/deriv1)),
158 deriv1 := d.Real*d.Real - 1
159 deriv := 1 / math.Sqrt(deriv1)
164 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(-d.Real*(deriv/deriv1)),
194 deriv1 := 1 - d.Real*d.Real
195 deriv := 1 / deriv1
200 E1E2mag: deriv*d.E1E2mag + d.E1mag*d.E2mag*(2*d.Real/(deriv1*deriv1)),
/dports/science/opensph/sph-7de6c044339f649e3d19e61f735a6a24572b792a/core/sph/equations/test/
H A DDerivative.cpp44 auto deriv1 = makeDerivative<VelocityDivergence>(settings, DerivativeFlag::SUM_ONLY_UNDAMAGED); variable
48 REQUIRE(deriv1->equals(*deriv1));
49 REQUIRE(deriv1->equals(*deriv2));
50 REQUIRE(deriv2->equals(*deriv1));
51 REQUIRE_FALSE(deriv1->equals(*deriv3));
52 REQUIRE_FALSE(deriv1->equals(*deriv4));
/dports/graphics/opensubdiv/OpenSubdiv-3_4_4/tutorials/far/tutorial_5_1/
H A Dfar_tutorial_5_1.cpp112 deriv1[0] = deriv1[1] = deriv1[2] = 0.0f; in Clear()
123 deriv1[0] += d1Weight * src.point[0]; in AddWithWeight()
124 deriv1[1] += d1Weight * src.point[1]; in AddWithWeight()
125 deriv1[2] += d1Weight * src.point[2]; in AddWithWeight()
133 deriv1[3], member
278 Real const * tan1 = samples[sample].deriv1; in main()
/dports/graphics/freeglut/freeglut-3.2.1/progs/demos/Lorenz/
H A Dlorenz.c85 double deriv0[3], deriv1[3], deriv2[3], deriv3[3] ; in advance_in_time() local
95 calc_deriv ( new_position, deriv1 ) ; in advance_in_time()
97 new_position[i] = position[i] + 0.5 * time_step * deriv1[i] ; in advance_in_time()
108 ( deriv0[i] + 2.0 * ( deriv1[i] + deriv2[i] ) + deriv3[i] ) ; in advance_in_time()
/dports/graphics/mupdf/mupdf-1.18.0-source/thirdparty/freeglut/progs/demos/Lorenz/
H A Dlorenz.c85 double deriv0[3], deriv1[3], deriv2[3], deriv3[3] ; in advance_in_time() local
95 calc_deriv ( new_position, deriv1 ) ; in advance_in_time()
97 new_position[i] = position[i] + 0.5 * time_step * deriv1[i] ; in advance_in_time()
108 ( deriv0[i] + 2.0 * ( deriv1[i] + deriv2[i] ) + deriv3[i] ) ; in advance_in_time()
/dports/math/p5-Math-Symbolic/Math-Symbolic-0.612/t/
H A D21more_derivatives.t73 my $deriv1 = partial_derivative($formula1, 'C')->apply_derivatives()->simplify();
79 $deriv1->value(%parameters, x => $_),
/dports/science/py-paida/paida-3.2.1_2.10.1/paida/paida_core/
H A DIFunctionFactory.py638 deriv1 = None
641 deriv1 = []
645 deriv1.append(expression1)
653 …newFunction = IFunction('catalog', self, name, dimension, expression, deriv0, deriv1, deriv2, grad…
675 deriv1 = None
679 deriv1 = []
683 deriv1.append(expression1)
690 deriv1 = []
692 deriv1.append(self._getDerivative0Expression(item, parameterNamePrefix, _parameterNames)[0])
703 …newFunction = IFunction('verbatim', self, name, dimension, expression, deriv0, deriv1, deriv2, gra…
H A DIFunction.py11 …def __init__(self, typeName, parentFactory, name, dimension, expression, deriv0, deriv1, deriv2, g… argument
25 self._deriv1 = deriv1
46 if deriv1 == None:
52 for deriv1Item in deriv1:
/dports/science/dftbplus/dftbplus-19.1/prog/dftb+/lib_dftb/
H A Dh5correction.F90136 real(dp) :: h5Scaling, gauss, sumVdw, fwhm, r0, cc, dgauss, deriv1, deriv2 local
148 deriv1 = shortGamma * dgauss + shortGammaDeriv * (1.0_dp + gauss)
150 shortGammaDeriv = deriv1 - deriv2
/dports/www/py-pyramid/pyramid-1.7.3/pyramid/tests/
H A Dtest_viewderivers.py1518 def deriv1(view, info): function
1545 def deriv1(view, info): function
1564 def deriv1(view, info): function
1584 def deriv1(view, info): pass function
1592 def deriv1(view, info): pass function
1599 def deriv1(view, info): pass function
1610 def deriv1(view, info): pass function
1620 def deriv1(view, info): pass function
1662 def deriv1(view, info): function
1665 deriv1.options = ('deriv1',)
[all …]
/dports/graphics/blender/blender-2.91.0/release/scripts/addons/
H A Dcurve_simplify.py81 deriv1 = getDerivative(BVerts, 1 / (order - 1), order - 1)
83 curva = getCurvature(deriv1, deriv2)
152 def getCurvature(deriv1, deriv2): argument
153 if deriv1.length == 0: # in case of points in straight line
156 curvature = (deriv1.cross(deriv2)).length / pow(deriv1.length, 3)
/dports/audio/surge-synthesizer-lv2/surge-release_1.9.0/src/common/dsp/filters/
H A DVintageLadders.cpp175 __m128 deriv1[4], deriv2[4], deriv3[4], deriv4[4], tempState[4]; in global_test_one()
198 calculateDerivatives(input, deriv1, state, cutoff, resonance, sat, satInv, gComp); in global_test_one()
201 tempState[i] = A(state[i], M(halfStepSize, deriv1[i])); in global_test_one()
224 A(deriv1[i], A(M(two, deriv2[i]), A(M(two, deriv3[i]), deriv4[i])))))); in global_test_one()
/dports/math/R-cran-VGAM/VGAM/R/
H A DbAIC.q463 deriv1 <- derivmat$deriv # n x M matrix functionVar
468 pwts <- matrix(c(pwts), nrow(deriv1), NOS)
470 deriv1 <- deriv1 / pwts
472 derivmat <- X.vlm * c(t(deriv1)) # Multiply by an nM-vector
H A Dsummary.vglm.q287 HDE <- is.Numeric(hado[, "deriv1"]) & # Could be all NAs
288 hado[, "deriv1"] < 0
481 if (is.Numeric(hado[, "deriv1"]) & # Could be all NAs
482 all(hado[, "deriv1"] > 0))
484 if (is.Numeric(hado[, "deriv1"]) & # Could be all NAs
485 any(hado[, "deriv1"] < 0)) {
488 cat(paste("'", rownames(hado)[hado[, "deriv1"] < 0],
/dports/devel/llvm70/llvm-7.0.1.src/tools/clang/test/CodeCompletion/
H A Dctor-initializer.cpp22 int deriv1;
/dports/math/igraph/igraph-0.9.5/vendor/plfit/
H A Dhzeta.h91 double hsl_sf_lnhzeta_deriv_tuple(const double s, const double q, double * deriv0, double * deriv1);
/dports/math/R-cran-igraph/igraph/src/plfit/
H A Dhzeta.h91 double hsl_sf_lnhzeta_deriv_tuple(const double s, const double q, double * deriv0, double * deriv1);
/dports/science/py-scipy/scipy-1.7.1/benchmarks/benchmarks/
H A Dtest_functions.py238 deriv1 = term1 * (-0.2 * 0.5 / R)
240 dfdx = 2. * deriv1 * x[0] - term2 * pi * sin(2. * pi * x[0])
241 dfdy = 2. * deriv1 * x[1] - term2 * pi * sin(2. * pi * x[1])
/dports/devel/llvm-devel/llvm-project-f05c95f10fc1d8171071735af8ad3a9e87633120/clang/test/CodeCompletion/
H A Dctor-initializer.cpp22 int deriv1; member
/dports/www/chromium-legacy/chromium-88.0.4324.182/third_party/llvm/clang/test/CodeCompletion/
H A Dctor-initializer.cpp22 int deriv1; member
/dports/devel/tinygo/tinygo-0.14.1/llvm-project/clang/test/CodeCompletion/
H A Dctor-initializer.cpp22 int deriv1; member
/dports/devel/wasi-libcxx/llvm-project-13.0.1.src/clang/test/CodeCompletion/
H A Dctor-initializer.cpp22 int deriv1; member

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