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/dports/devel/hyperscan/boost_1_75_0/libs/safe_numerics/example/
H A Dmotor2.c40 int16 denom; // 4.n+1 in ramp algo variable
66 denom = ((step_no - move) * 4) + 1; in isr_motor_step()
68 denom = ((move - step_no) * 4) - 1; in isr_motor_step()
70 denom += 4; in isr_motor_step()
80 denom += 4; in isr_motor_step()
85 if(denom > 0) in isr_motor_step()
86 c -= (c << 1) / denom; in isr_motor_step()
88 c += (c << 1) / -denom; in isr_motor_step()
104 denom = 5 - ((move - step_no) * 4); in isr_motor_step()
141 denom = 1; // 4.n+1, n=0 in motor_run()
/dports/math/R-cran-VGAM/VGAM/R/
H A Dfamily.loglin.R82 cbind("00" = 1/denom,
83 "01" = exp(u2) / denom,
84 "10" = exp(u1) / denom,
85 "11" = exp(u1+u2+u12) / denom)
110 u0 <- -log(denom)
140 du0.du12 <- -exp(u1 + u2 + u12) / denom
312 u0 <- -log(denom)
357 c(w) * cbind(-A1/denom + y[, 1],
358 -A2/denom + y[, 2],
359 -A3/denom + y[, 3],
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/dports/games/uqm/uqm-0.8.0/src/uqm/
H A Dflash.c59 int numer, int denom);
61 int numer, int denom);
346 int denom) { in Flash_setMergeFactors() argument
355 context->denom = denom; in Flash_setMergeFactors()
572 *resDenom = denom * context->denom; in Flash_blendFraction()
761 cachePos = ((context->cacheSize - 1) * numer + (denom / 2)) / denom; in Flash_drawCachedFrame()
770 int denom; in Flash_drawCurrentFrame() local
775 denom = 1; in Flash_drawCurrentFrame()
780 denom = 1; in Flash_drawCurrentFrame()
793 if (numer > denom) in Flash_drawCurrentFrame()
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/dports/math/latte-integrale/latte-version_1_7_6/code/latte/
H A Drational.h107 rationalVector(const vec_ZZ & numer, const ZZ & denom);
125 denominator[i] = denom;
132 void getEntry(const int i, ZZ &numer, ZZ &denom) const in getEntry() argument
137 denom = denominator[i]; in getEntry()
146 void set_denominator(int i, const ZZ &denom) in set_denominator() argument
148 denominator[i] = denom; in set_denominator()
177 RationalNTL(const ZZ &num, const ZZ& denom);
178 RationalNTL(const ZZ &num, const int denom);
179 RationalNTL(const int num, const ZZ& denom);
180 RationalNTL(const int num, const int denom);
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/dports/multimedia/librespot/librespot-0.1.3/cargo-crates/nalgebra-0.18.1/src/linalg/
H A Dgivens.rs47 let denom = (mod0 * mod0 + s.modulus_squared()).sqrt(); in try_new() localVariable
49 if denom > eps { in try_new()
50 let norm = sign0.scale(denom); in try_new()
51 let c = mod0 / denom; in try_new()
66 let denom = (mod0 * mod0 + v[1].modulus_squared()).sqrt(); in cancel_y() localVariable
67 let c = mod0 / denom; in cancel_y()
68 let s = -v[1] / sign0.scale(denom); in cancel_y()
69 let r = sign0.scale(denom); in cancel_y()
84 let c = mod1 / denom; in cancel_x()
85 let s = (v[0].conjugate() * sign1).unscale(denom); in cancel_x()
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/dports/www/chromium-legacy/chromium-88.0.4324.182/native_client/tests/math/
H A Dfloat_remainder.c37 #define CHECK_NAN(err, numer, denom) \ argument
39 double res = fmod(numer, denom); \
43 __LINE__, numer, denom, res); \
48 #define CHECK_NANF(err, numer, denom) \ argument
50 float res = fmodf(numer, denom); \
54 __LINE__, numer, denom, res); \
62 #define CHECK_EQ(expect, numer, denom) \ argument
64 double res = fmod(numer, denom); \
74 numer, denom, res, expect); \
80 #define CHECK_EQF(expect, numer, denom) \ argument
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/dports/finance/quantlib/QuantLib-1.20/ql/math/integrals/
H A Dgaussianorthogonalpolynomial.cpp108 Real denom = (2.0*i+alpha_+beta_)*(2.0*i+alpha_+beta_+2); in alpha() local
110 if (close_enough(denom,0.0)) { in alpha()
117 denom= 2*(2.0*i+alpha_+beta_+1); in alpha()
119 QL_ASSERT(!close_enough(denom,0.0), "can't compute a_k for jacobi integration\n"); in alpha()
123 return num / denom; in alpha()
128 Real denom = (2.0*i+alpha_+beta_)*(2.0*i+alpha_+beta_) in beta() local
131 if (close_enough(denom,0.0)) { in beta()
137 denom= 2.0*(2.0*i+alpha_+beta_); in beta()
138 denom*=denom-1; in beta()
139 QL_ASSERT(!close_enough(denom,0.0), "can't compute b_k for jacobi integration\n"); in beta()
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/dports/audio/spotifyd/spotifyd-0.3.0/cargo-crates/nalgebra-0.18.1/src/linalg/
H A Dgivens.rs47 let denom = (mod0 * mod0 + s.modulus_squared()).sqrt();
49 if denom > eps {
50 let norm = sign0.scale(denom);
51 let c = mod0 / denom;
66 let denom = (mod0 * mod0 + v[1].modulus_squared()).sqrt();
67 let c = mod0 / denom;
68 let s = -v[1] / sign0.scale(denom);
69 let r = sign0.scale(denom);
84 let c = mod1 / denom;
85 let s = (v[0].conjugate() * sign1).unscale(denom);
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/dports/math/barvinok/barvinok-0.41.5/
H A Ddpoly.cc80 value_multiply(denom->p[i], denom->p[i-1], denom->p[0]); in div()
91 return denom; in div()
97 Vector *denom = div(d); in div() local
110 Vector_Free(denom); in div()
116 Vector *denom = div(d); in div() local
128 Vector_Free(denom); in div()
151 denom = 1; in dpoly_r()
159 denom = 1; in dpoly_r()
174 denom = 1; in dpoly_r()
206 denom = num->denom; in dpoly_r()
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/dports/math/eclib/eclib-20210318/libsrc/eclib/
H A Dmsubspace.h34 :pivots(iota(n)),basis(midmat(n)) {denom=1;} in pivots()
36 :denom(d),pivots(p),basis(b) {} in msubspace()
38 :denom(s.denom),pivots(s.pivots),basis(s.basis) {} in msubspace()
43 {pivots=s.pivots; basis=s.basis; denom=s.denom;}
50 friend bigint denom(const msubspace& s); // the denominator
62 bigint denom;
85 inline bigint denom(const msubspace& s) {return s.denom;} // the denominator in denom() function
/dports/lang/sdcc/sdcc-4.0.0/support/regression/fwk/lib/
H A Dtestfwk.c34 __div(int num, int denom) in __div() argument
37 while (num >= denom) in __div()
40 num -= denom; in __div()
46 __mod (int num, int denom) in __mod() argument
48 while (num >= denom) in __mod()
50 num -= denom; in __mod()
55 #define __div(num, denom) ((num) / (denom)) argument
56 #define __mod(num, denom) ((num) % (denom)) argument
/dports/devel/hyperscan/boost_1_75_0/boost/math/special_functions/detail/
H A Dbessel_jy_asym.hpp51 T denom = 4 * x; in asymptotic_bessel_phase_mx() local
52 T denom_mult = denom * denom; in asymptotic_bessel_phase_mx()
56 denom *= denom_mult; in asymptotic_bessel_phase_mx()
58 denom *= denom_mult; in asymptotic_bessel_phase_mx()
60 denom *= denom_mult; in asymptotic_bessel_phase_mx()
199 T denom = ex;
201 s -= num / denom;
204 denom *= ex * 2;
205 s += num / denom;
208 denom *= ex * 3;
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/dports/devel/R-cran-BH/BH/inst/include/boost/math/special_functions/detail/
H A Dbessel_jy_asym.hpp51 T denom = 4 * x; in asymptotic_bessel_phase_mx() local
52 T denom_mult = denom * denom; in asymptotic_bessel_phase_mx()
56 denom *= denom_mult; in asymptotic_bessel_phase_mx()
58 denom *= denom_mult; in asymptotic_bessel_phase_mx()
60 denom *= denom_mult; in asymptotic_bessel_phase_mx()
199 T denom = ex;
201 s -= num / denom;
204 denom *= ex * 2;
205 s += num / denom;
208 denom *= ex * 3;
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/dports/math/stanmath/math-4.2.0/lib/boost_1.75.0/boost/math/special_functions/detail/
H A Dbessel_jy_asym.hpp51 T denom = 4 * x; in asymptotic_bessel_phase_mx() local
52 T denom_mult = denom * denom; in asymptotic_bessel_phase_mx()
56 denom *= denom_mult; in asymptotic_bessel_phase_mx()
58 denom *= denom_mult; in asymptotic_bessel_phase_mx()
60 denom *= denom_mult; in asymptotic_bessel_phase_mx()
199 T denom = ex;
201 s -= num / denom;
204 denom *= ex * 2;
205 s += num / denom;
208 denom *= ex * 3;
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/dports/science/py-scipy/scipy-1.7.1/scipy/_lib/boost/boost/math/special_functions/detail/
H A Dbessel_jy_asym.hpp51 T denom = 4 * x; in asymptotic_bessel_phase_mx() local
52 T denom_mult = denom * denom; in asymptotic_bessel_phase_mx()
56 denom *= denom_mult; in asymptotic_bessel_phase_mx()
58 denom *= denom_mult; in asymptotic_bessel_phase_mx()
60 denom *= denom_mult; in asymptotic_bessel_phase_mx()
199 T denom = ex;
201 s -= num / denom;
204 denom *= ex * 2;
205 s += num / denom;
208 denom *= ex * 3;
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/dports/finance/alkimia/alkimia-8.1.0/src/
H A Dalkvalue.cpp138 if (denom != 0) { in AlkValue()
271 mpz_class denom = _denom; in convertDenominator() local
287 if (sgn(denom) < 0) { in convertDenominator()
290 denom = -denom; in convertDenominator()
296 out_denom = denom; in convertDenominator()
305 out_denom = denom; in convertDenominator()
393 while (denom > 1) { in denominatorToPrecision()
395 denom /= 10; in denominatorToPrecision()
402 mpz_class denom = 1; in precisionToDenominator() local
404 denom *= 10; in precisionToDenominator()
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/dports/science/jmol/jmol-14.32.7/src/org/jmol/symmetry/
H A DSymmetryOperation.java409 denom = 12; in setFromMatrix()
484 int denom = 0; in getMatrixFromString() local
508 denom = 0; in getMatrixFromString()
543 denom = 0; in getMatrixFromString()
559 denom = 0; in getMatrixFromString()
625 denom = (int) Math.abs(denom/f); in toDivisor()
642 n += denom; in xyzFraction12()
645 n -= denom; in xyzFraction12()
647 n += denom; in xyzFraction12()
838 if (denom == 1) in getXYZFromMatrix()
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/dports/audio/afsp/AFsp-v8r2/audio/CompAudio/
H A DCASNR.c45 double denom; in CASNR() local
63 denom = Stats->Sx2 - 2.0 * Stats->Sxy + Stats->Sy2; in CASNR()
64 if (denom > 0.0) in CASNR()
65 *SNR = Stats->Sx2 / denom; in CASNR()
95 denom = Stats->Sx2 * Stats->Sy2 - Stats->Sxy * Stats->Sxy; in CASNR()
96 if (denom > 0.0) in CASNR()
97 *SNRG = (Stats->Sx2 * Stats->Sy2) / denom; in CASNR()
/dports/lang/v/v-0.1.29/vlib/time/
H A Dtime_darwin.c.v14 denom u32
23 denom u32 = 1
34 return InternalTimeBase{numer:tb.numer, denom:tb.denom}
39 if time_base.denom == 0 {
42 return (tm - start_time) * time_base.numer / time_base.denom
50 if time_base.denom == 0 {
53 return (tm - start_time) * time_base.numer / time_base.denom
/dports/graphics/lightzone/LightZone-4.1.8-3-g36e87773/lightcrafts/jnisrc/fast_jai/
H A DbilateralFilter.cpp148 float denom = 0; local
162 denom = 1.0;
459 denom += f;
463 denom = select_eq(denom, v_zero, v_one, denom);
487 float denom = 0; local
501 denom += f;
506 denom = 1.0;
564 denom += f;
568 denom = select_eq(denom, v_zero, v_one, denom);
605 float denom = 0; local
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H A DbilateralFilterRGB.cpp132 float denom = 0; in separable_bf_mono_tile() local
145 denom += f; in separable_bf_mono_tile()
149 if (denom == 0) in separable_bf_mono_tile()
150 denom = 1.0; in separable_bf_mono_tile()
192 denom += f; in separable_bf_mono_tile()
196 denom = select_eq(denom, v_zero, v_one, denom); in separable_bf_mono_tile()
226 denom += f; in separable_bf_mono_tile()
230 if (denom == 0) in separable_bf_mono_tile()
231 denom = 1.0; in separable_bf_mono_tile()
614 denom = select_eq(denom, v_zero, v_one, denom); in separable_bf_chroma_tile()
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/dports/graphics/xfractint/xfractint-20.04p16/common/
H A D3d.c251 double denom; in perspective() local
252 denom = view[2] - v[2]; in perspective()
254 if(denom >= 0.0) in perspective()
261 v[0] = (v[0]*view[2] - view[0]*v[2])/denom; in perspective()
262 v[1] = (v[1]*view[2] - view[1]*v[2])/denom; in perspective()
305 long denom; in longvmultpersp() local
307 denom = lview[2] - tmp[2]; in longvmultpersp()
346 long denom; in longpersp() local
348 denom = lview[2] - lv[2]; in longpersp()
359 tmpview[0] = divide(lview[0],denom,bitshift); in longpersp()
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/dports/multimedia/gstreamermm/gstreamermm-1.10.0/gstreamer/src/
H A Dvalue.ccg69 : num(0), denom(1)
72 Fraction::Fraction(int num, int denom)
73 : num(num), denom(denom)
77 : num(src.num), denom(src.denom)
81 : num(0), denom(1)
86 denom = gst_value_get_fraction_denominator(value.gobj());
91 : num(0), denom(1)
96 denom = gst_value_get_fraction_denominator(&value);
103 denom = src.denom;
189 gst_value_set_fraction(&gobject_, data.num, data.denom);
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/dports/math/cgal/CGAL-5.3/include/CGAL/internal/
H A DExact_complex.h59 NT denom = _a*_a + _b*_b; in reciprocal() local
60 if(denom == NT(0)) in reciprocal()
63 return Self(_a/denom, -_b/denom); in reciprocal()
74 NT denom = (_a - xc)*(_a - xc) + (_b - yc)*(_b - yc); in invert_in_circle() local
75 return Self(xc + r2*(_a-xc)/denom, yc + r2*(_b-yc)/denom); in invert_in_circle()
97 NT denom = other._a*other._a + other._b*other._b; variable
98 CGAL_assertion(denom != 0);
101 return Self(rp/denom, ip/denom);
/dports/math/casadi/casadi-3.5.5/casadi/solvers/
H A Dlinsol_tridiag.cpp97 double denom = A[a_colind[i] + 1] - A[a_colind[i] + 0] * m->ctr[i - 1]; in solve() local
98 m->ctr[i] = A[a_colind[i] + 2] / denom; in solve()
106 double denom = A[a_colind[1] + 1] - A[a_colind[1 - 1] + 1] * m->c[1 - 1]; in solve() local
107 m->c[1] = A[a_colind[1 + 1] + 0] / denom; in solve()
110 double denom = A[a_colind[i] + 1] - A[a_colind[i - 1] + 2] * m->c[i - 1]; in solve() local
111 m->c[i] = A[a_colind[i + 1] + 0] / denom; in solve()
123 double denom = A[a_colind[i] + 1] - A[a_colind[i] + 0] * m->ctr[i - 1]; in solve() local
124 m->d[i] = (x[i] - A[a_colind[i] + 0] * m->d[i - 1]) / denom; in solve()
134 double denom = A[a_colind[1] + 1] - A[a_colind[1 - 1] + 1] * m->c[1 - 1]; in solve() local
135 m->d[1] = (x[1] - A[a_colind[1 - 1] + 1] * m->d[1 - 1]) / denom; in solve()
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