/dports/science/py-GPy/GPy-1.10.0/GPy/kern/src/ |
H A D | integral.py | 30 def dk_dl(self, t, tprime, l): #derivative of the kernel wrt lengthscale argument 31 return l * ( self.h(t/l) - self.h((t - tprime)/l) + self.h(tprime/l) - 1) 51 def k_xx(self,t,tprime,l): argument 52 return 0.5 * (l**2) * ( self.g(t/l) - self.g((t - tprime)/l) + self.g(tprime/l) - 1) 54 def k_ff(self,t,tprime,l): argument 55 return np.exp(-((t-tprime)**2)/(l**2)) #rbf 58 def k_xf(self,t,tprime,l): argument 59 return 0.5 * np.sqrt(math.pi) * l * (math.erf((t-tprime)/l) + math.erf(tprime/l))
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H A D | integral_limits.py | 35 def dk_dl(self, t, tprime, s, sprime, l): #derivative of the kernel wrt lengthscale argument 36 …return l * ( self.h((t-sprime)/l) - self.h((t - tprime)/l) + self.h((tprime-s)/l) - self.h((s-spri… 55 def k_xx(self,t,tprime,s,sprime,l): argument 64 …return 0.5 * (l**2) * ( self.g((t-sprime)/l) + self.g((tprime-s)/l) - self.g((t - tprime)/l) - sel… 66 def k_ff(self,t,tprime,l): argument 68 return np.exp(-((t-tprime)**2)/(l**2)) #rbf 70 def k_xf(self,t,tprime,s,l): argument 75 return 0.5 * np.sqrt(math.pi) * l * (math.erf((t-tprime)/l) + math.erf((tprime-s)/l))
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H A D | multidimensional_integral_limits.py | 34 def dk_dl(self, t, tprime, s, sprime, l): #derivative of the kernel wrt lengthscale argument 35 …return l * ( self.h((t-sprime)/l) - self.h((t - tprime)/l) + self.h((tprime-s)/l) - self.h((s-spri… 66 def k_xx(self,t,tprime,s,sprime,l): argument 75 …return 0.5 * (l**2) * ( self.g((t-sprime)/l) + self.g((tprime-s)/l) - self.g((t - tprime)/l) - sel… 77 def k_ff(self,t,tprime,l): argument 79 return np.exp(-((t-tprime)**2)/(l**2)) #rbf 81 def k_xf(self,t,tprime,s,l): argument 86 return 0.5 * np.sqrt(math.pi) * l * (math.erf((t-tprime)/l) + math.erf((tprime-s)/l))
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/dports/graphics/appleseed/appleseed-2.1.0-beta/src/appleseed/foundation/math/intersection/ |
H A D | raytrianglessk.h | 225 const ValueType Du = du * tprime - (m_pu - ou) * det; in intersect() 226 const ValueType Dv = dv * tprime - (m_pv - ov) * det; in intersect() 252 t = tprime * rdet; in intersect() 285 const ValueType Du = du * tprime - (m_pu - ou) * det; in intersect() 286 const ValueType Dv = dv * tprime - (m_pv - ov) * det; in intersect() 312 t = tprime * rdet; in intersect() 341 const ValueType Du = du * tprime - (m_pu - ou) * det; in intersect() 342 const ValueType Dv = dv * tprime - (m_pv - ov) * det; in intersect() 366 const ValueType t = tprime / det; in intersect() 414 const ValueType t = tprime / det; in intersect() [all …]
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H A D | raytrianglehh.h | 175 const ValueType tprime = m_d - dot(ray.m_org, m_n); in intersect() local 176 const VectorType pprime = det * ray.m_org + tprime * ray.m_dir; in intersect() 191 t = tprime * rdet; in intersect() 205 const ValueType tprime = m_d - dot(ray.m_org, m_n); in intersect() local 206 const VectorType pprime = det * ray.m_org + tprime * ray.m_dir; in intersect() 219 const ValueType t = tprime / det; in intersect()
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/dports/lang/fpc-source/fpc-3.2.2/packages/amunits/examples/ |
H A D | bezier2.pas | 55 t, tprime : Real; 208 BezierX := tprime * BezierX(Pred(r), i) + t * BezierX(Pred(r), Succ(i)); 216 BezierY := tprime * BezierY(Pred(r), i) + t * BezierY(Pred(r), Succ(i)); 225 tprime := 1.0; 229 tprime := 1.0 - t; 234 tprime := 1.0 - t; 239 tprime := 0.0;
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H A D | bezier.pas | 184 t, tprime, 194 tprime := 1.0 - t; 195 X := t * Points[Pred(i)].X + tprime * X; 196 Y := t * Points[Pred(i)].Y + tprime * Y;
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/dports/biology/phyml/phyml-3.3.20200621/src/ |
H A D | rw.c | 73 v1 = fabs(tree->ctrst->tprime[n1->num]-tree->times->nd_t[tree->n_root->num]); in RW_Independent_Contrasts() 74 v2 = fabs(tree->ctrst->tprime[n2->num]-tree->times->nd_t[tree->n_root->num]); in RW_Independent_Contrasts() 85 … tree->ctrst->tprime[tree->n_root->num] = tree->times->nd_t[tree->n_root->num] + (v1*v2)/(v1+v2); in RW_Independent_Contrasts() 118 v1 = fabs(tree->ctrst->tprime[n1->num]-tree->times->nd_t[d->num]); in RW_Independent_Contrasts_Post() 119 v2 = fabs(tree->ctrst->tprime[n2->num]-tree->times->nd_t[d->num]); in RW_Independent_Contrasts_Post() 130 tree->ctrst->tprime[d->num] = tree->times->nd_t[d->num] + (v1*v2)/(v1+v2); in RW_Independent_Contrasts_Post()
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/dports/comms/liquid-dsp/liquid-dsp-1.3.2/src/math/src/ |
H A D | math.gamma.c | 105 float tprime = 0.0f; in liquid_lnlowergammaf() local 110 tprime = t; in liquid_lnlowergammaf() 128 if ( k > LOWERGAMMA_MIN_ITERATIONS && tprime > t && (tmax-t) > 20.0f) in liquid_lnlowergammaf()
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/dports/math/ogdf/OGDF/include/ogdf/graphalg/ |
H A D | SteinerTreePreprocessing.h | 551 const EdgeWeightedGraphCopy<T>& tprime, 571 const EdgeWeightedGraphCopy<T>& tprime, 1036 EdgeWeightedGraphCopy<T> tprime; in terminalDistanceTest() local 1039 for (edge e : tprime.edges) { in terminalDistanceTest() 1040 Math::updateMax(maxBottleneck, tprime.weight(e)); in terminalDistanceTest() 1231 EdgeWeightedGraphCopy<T> tprime; in PTmTest() local 1237 steiner_tree::HeavyPathDecomposition<T> tprimeHPD(tprime); in PTmTest() 1264 EdgeWeightedGraphCopy<T> tprime; in NTDkTest() local 1317 tprime, tprimeHPD, closestTerminals); in NTDkTest() 1742 EdgeWeightedGraphCopy<T> tprime; in reachabilityTest() local [all …]
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/dports/textproc/linuxdoc-tools/linuxdoc-tools-0.9.82/entity-map/sdata/ |
H A D | ISOtech.2ab | 61 [tprime] {tprime}
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H A D | ISOtech.2l1b | 61 [tprime] {tprime}
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H A D | ISOtech.2rtf | 61 [tprime] \{tprime\}
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H A D | ISOtech.2texi | 61 [tprime] @{tprime@}
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H A D | ISOtech.2tr | 61 [tprime] {tprime}
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H A D | ISOtech.2as | 61 [tprime] {tprime}
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H A D | ISOtech.2html | 61 [tprime] ‴
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H A D | ISOtech.2l1s | 61 [tprime] {tprime}
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/dports/misc/vxl/vxl-3.3.2/contrib/brl/bseg/boxm2/ocl/cl/cone/ |
H A D | cone_util.cl | 70 void calc_cone_split(float r, float t, float alpha, float* new_r, float* tprime) 75 (*tprime) = (first + second) / denom; 78 (*new_r) = (*tprime) * sin(alpha/2.0f);
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/dports/security/gnutls/gnutls-3.6.16/tests/ |
H A D | rehandshake-switch-srp-id.c | 64 gnutls_datum_t tprime = variable 106 ret = gnutls_srp_base64_decode2(&tprime, prime); in srpfunc()
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H A D | server-kx-neg-common.c | 65 gnutls_datum_t tprime = variable 104 ret = gnutls_srp_base64_decode2(&tprime, prime); in serv_srp_func()
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/dports/devel/gdcm/gdcm-3.0.10/Testing/Source/DataStructureAndEncodingDefinition/Cxx/ |
H A D | TestTag.cxx | 88 gdcm::Tag tprime(0x0,0x0); in TestPipePrintRead() local 89 if( !tprime.ReadFromPipeSeparatedString(pipesep) ) in TestPipePrintRead() 94 if( tprime != t ) return 1; in TestPipePrintRead()
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/dports/astro/py-pykep/pykep-2.6/src/third_party/cspice/ |
H A D | zzekjsrt.c | 58 segvec[10], sgvbas, svecjg[10], svsize, tabloc, tprime; in zzekjsrt_() local 1361 tprime = otabs[0]; in zzekjsrt_() 1363 seg = segvec[(i__1 = tprime - 1) < 10 && 0 <= i__1 ? i__1 : s_rnge("segv" in zzekjsrt_() 1408 seg = segvec[(i__2 = tprime - 1) < 10 && 0 <= i__2 ? i__2 : in zzekjsrt_() 1420 row = rowvec[(i__2 = tprime - 1) < 11 && 0 <= i__2 ? i__2 : in zzekjsrt_()
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/dports/astro/pykep/pykep-2.6/src/third_party/cspice/ |
H A D | zzekjsrt.c | 58 segvec[10], sgvbas, svecjg[10], svsize, tabloc, tprime; in zzekjsrt_() local 1361 tprime = otabs[0]; in zzekjsrt_() 1363 seg = segvec[(i__1 = tprime - 1) < 10 && 0 <= i__1 ? i__1 : s_rnge("segv" in zzekjsrt_() 1408 seg = segvec[(i__2 = tprime - 1) < 10 && 0 <= i__2 ? i__2 : in zzekjsrt_() 1420 row = rowvec[(i__2 = tprime - 1) < 11 && 0 <= i__2 ? i__2 : in zzekjsrt_()
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/dports/games/libtmcg/libTMCG-1.3.18/src/ |
H A D | CanettiGennaroJareckiKrawczykRabinASTC.cc | 114 n(0), t(0), i(0), tprime(0) in CanettiGennaroJareckiKrawczykRabinRVSS() 133 std::stringstream(value) >> tprime; in CanettiGennaroJareckiKrawczykRabinRVSS() 134 if (tprime > n) in CanettiGennaroJareckiKrawczykRabinRVSS() 171 for (size_t k = 0; k <= tprime; k++) in CanettiGennaroJareckiKrawczykRabinRVSS() 185 for (size_t k = 0; k <= tprime; k++) in CanettiGennaroJareckiKrawczykRabinRVSS() 214 for (size_t k = 0; k <= tprime; k++) in PublishState() 377 assert(tprime <= n); in Share() 394 for (size_t k = 0; k <= tprime; k++) in Share() 1037 n(0), t(0), i(0), tprime(0) in CanettiGennaroJareckiKrawczykRabinZVSS() 1057 if (tprime > n) in CanettiGennaroJareckiKrawczykRabinZVSS() [all …]
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