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Searched refs:radicand (Results 1 – 25 of 145) sorted by relevance

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/dports/print/scribus-devel/scribus-1.5.7/scribus/third_party/lib2geom/
H A Dpoly-laguerre-solve.cpp41 cdouble radicand = (n - 1)*(n*H-G*G); in laguerre_internal_complex() local
43 if(radicand.real() < 0) in laguerre_internal_complex()
47 a = - sqrt(radicand); in laguerre_internal_complex()
49 a = sqrt(radicand); in laguerre_internal_complex()
85 double radicand = (n - 1)*(n*H-G*G); in laguerre_internal() local
86 assert(radicand > 0); in laguerre_internal()
89 a = - sqrt(radicand); in laguerre_internal()
91 a = sqrt(radicand); in laguerre_internal()
H A Dsbasis-roots.cpp296 double radicand = (n - 1)*(n*H-G*G);
298 if(radicand < 0)
302 a = - std::sqrt(radicand);
304 a = std::sqrt(radicand);
/dports/math/fricas/fricas-1.3.7/pre-generated/src/algebra/
H A DPOLYROOT.lsp44 (|:| |radicand| F)))
71 (|:| |radicand| F)))
76 (|:| |radicand| F)))
100 (|:| |radicand| F)))
134 (|:| |radicand| F)))
148 (|:| |radicand| F)))
164 (|:| |radicand| F)))
192 (|:| |radicand| (|List| P))))
215 (|:| |radicand| (|List| P))))
221 (|:| |radicand| F)))
[all …]
H A DCHVAR.lsp257 (|Record| (|:| |radicand| (|Fraction| UP))
316 (|:| |coef| (|Fraction| UP)) (|:| |radicand| UP)))
319 (|Record| (|:| |radicand| (|Fraction| UP))
347 (|Record| (|:| |radicand| (|Fraction| UP))
403 (|Record| (|:| |radicand| (|Fraction| UP))
420 (|:| |coef| (|Fraction| UP)) (|:| |radicand| UP)))
426 (|:| |radicand| (|List| UP))))
533 (|Record| (|:| |radicand| 15) (|:| |deg| 16))
539 (|Record| (|:| |exponent| 16) (|:| |coef| 15) (|:| |radicand| 7))
546 (|:| |radicand| (|List| 7)))
[all …]
H A DFACTFUNC.lsp5 (|:| |radicand| (|List| M))))
154 (|Record| (|:| |exponent| 19) (|:| |coef| 6) (|:| |radicand| 22))
169 (|:| |radicand| (|List| |#1|)))
H A DINTAF.lsp48 (|:| |radicand| (|Fraction| (|SparseUnivariatePolynomial| F)))
80 (|:| |radicand|
87 (|:| |radicand|
334 (|:| |radicand| (|Fraction| (|SparseUnivariatePolynomial| F)))
385 (|:| |radicand|
392 (|:| |radicand|
746 (|:| |radicand| (|Fraction| (|SparseUnivariatePolynomial| F)))
806 (|:| |radicand|
814 (|:| |radicand|
1040 (|Record| (|:| |radicand| 9) (|:| |deg| 29))
H A DRDIV.lsp112 ((|d| |FiniteDivisor| F1 UP UPUP R) (|radicand| UP)
122 (SEQ (LETT |redrad| (SPADCALL |reduce| |radicand| (QREFELT $ 29)))
/dports/graphics/inkscape/inkscape-1.1_2021-05-24_c4e8f9ed74/src/3rdparty/2geom/tests/
H A Dsbasis-text-test.cpp88 SBasis radicand = sqrt(test_sb,10); in main() local
89 std::cout << sbasis_to_poly(truncate(multiply(radicand, radicand),5)) in main()
99 std::cout << divide(test_sb, radicand,5) in main()
101 << truncate(radicand,6) in main()
/dports/math/lib2geom/lib2geom-1.1/tests/
H A Dsbasis-text-test.cpp88 SBasis radicand = sqrt(test_sb,10); in main() local
89 std::cout << sbasis_to_poly(truncate(multiply(radicand, radicand),5)) in main()
99 std::cout << divide(test_sb, radicand,5) in main()
101 << truncate(radicand,6) in main()
/dports/audio/surge-synthesizer-lv2/surge-release_1.9.0/src/common/dsp/effect/chowdsp/shared/
H A DBilinearUtils.h50 auto radicand = b * b - 4 * a * c; in incident()
51 if (radicand >= (T)0) in incident()
54 return std::sqrt(-radicand) / (2 * a); in incident()
/dports/games/wesnoth/wesnoth-1.14.17/data/lua/wml/
H A Dset_variable.lua56 local radicand = tonumber(wml.variables[name]) or 0
57 if radicand < 0 then helper.wml_error("square root of negative number on variable " .. name) end
58 wml.variables[name] = math.sqrt(radicand)
/dports/graphics/dilay/dilay-1.9.0/lib/src/
H A Dutil.cpp131 const float radicand = (b * b) - (4.0f * a * c); in solveQuadraticEq() local
133 if (radicand < Util::epsilon ()) in solveQuadraticEq()
136 const float root = glm::sqrt (radicand); in solveQuadraticEq()
/dports/math/fricas/fricas-1.3.7/src/algebra/
H A Dmanip.spad62 REC ==> Record(exponent : N, coef : F, radicand : F)
87 [s.exponent, s.coef, */s.radicand]
94 rec.exponent = 2 and rec.radicand < 0 =>
96 [rec.exponent, rec.coef::F, rec.radicand::F]
103 (sn.radicand ^ (m quo sn.exponent)) /
111 (sn.radicand ^ (m quo sn.exponent))::F /
144 [rec.exponent, rec.coef::P, [rec.radicand::P]]
151 pn := rsplit(sn.radicand)
152 pd := rsplit(sd.radicand)
157 ((rn.radicand ^ (m quo rn.exponent)) /
[all …]
H A Dintaf.spad112 proot(p : UP) : Record(coef : UP, radicand : UP) ==
126 r1 := rr1.radicand*r1
151 if rr1.radicand = 1 then
166 if rr1.radicand = 1 then
512 r := radPoly(modulus)::Record(radicand : RF, deg : N)
524 qprime := differentiate(q := retract(r.radicand)@UP)::RF
572 for cnd in candidates(rec.radicand) repeat
599 rec := rootPoly(r.radicand, r.deg)
600 dqdx := inv(differentiate(q := rec.radicand)::RF)
769 q := retract(r.radicand)
[all …]
/dports/lang/seed7/seed7/src/
H A Dflt_rtl.c1737 floatType fltSqrt (floatType radicand) argument
1743 logFunction(printf("fltSqrt(" FMT_E ")\n", radicand););
1745 if (unlikely(os_isnan(radicand))) {
1750 if (radicand < 0.0) {
1755 squareRoot = sqrt(radicand);
1758 radicand, squareRoot););
H A Dint_rtl.c2731 intType intSqrt (intType radicand) argument
2738 logFunction(printf("intSqrt(" FMT_D ")\n", radicand););
2739 if (unlikely(radicand < 0)) {
2741 radicand););
2744 } else if (radicand == 0) {
2747 root2 = (uintType) radicand;
2750 root2 = (root + (uintType) radicand / root) >> 1;
/dports/x11-toolkits/gtkmathview/gtkmathview-0.8.0/src/backend/common/
H A DMathGraphicDevice.hh55 const AreaRef& radicand, const AreaRef& index) const;
/dports/math/deal.ii/dealii-803d21ff957e349b3799cd3ef2c840bc78734305/source/numerics/
H A Dderivative_approximation.cc300 const double radicand = in derivative_norm() local
303 0.5 * (d[0][0] + d[1][1] + std::sqrt(radicand)), in derivative_norm()
304 0.5 * (d[0][0] + d[1][1] - std::sqrt(radicand))}; in derivative_norm()
/dports/print/ghostscript7-base/ghostscript-7.07/src/
H A Dgxpcopy.c813 double radicand = nbf * nbf - a3f * c; in gx_curve_monotonic_points() local
815 if (radicand < 0) { in gx_curve_monotonic_points()
816 if_debug1('2', "[2]negative radicand = %g\n", radicand); in gx_curve_monotonic_points()
819 double root = sqrt(radicand); in gx_curve_monotonic_points()
/dports/print/ghostscript7-x11/ghostscript-7.07/src/
H A Dgxpcopy.c813 double radicand = nbf * nbf - a3f * c; in gx_curve_monotonic_points() local
815 if (radicand < 0) { in gx_curve_monotonic_points()
816 if_debug1('2', "[2]negative radicand = %g\n", radicand); in gx_curve_monotonic_points()
819 double root = sqrt(radicand); in gx_curve_monotonic_points()
/dports/security/putty/putty-0.76/test/
H A Deccref.py207 radicand = (y2 - 1) / (self.d * y2 - self.a)
208 x = self.sqrtmodp.root(radicand.n)
/dports/security/putty-nogtk/putty-0.76/test/
H A Deccref.py207 radicand = (y2 - 1) / (self.d * y2 - self.a)
208 x = self.sqrtmodp.root(radicand.n)
/dports/print/ghostscript8-x11/ghostscript-8.71/base/
H A Dgxpcopy.c644 double radicand = nbf * nbf - a3f * c; in gx_curve_monotonic_points() local
646 if (radicand < 0) { in gx_curve_monotonic_points()
647 if_debug1('2', "[2]negative radicand = %g\n", radicand); in gx_curve_monotonic_points()
650 double root = sqrt(radicand); in gx_curve_monotonic_points()
/dports/print/ghostscript8-base/ghostscript-8.71/base/
H A Dgxpcopy.c644 double radicand = nbf * nbf - a3f * c; in gx_curve_monotonic_points() local
646 if (radicand < 0) { in gx_curve_monotonic_points()
647 if_debug1('2', "[2]negative radicand = %g\n", radicand); in gx_curve_monotonic_points()
650 double root = sqrt(radicand); in gx_curve_monotonic_points()
/dports/emulators/jzintv/jzintv-20200712-src/examples/library/
H A Disqrt.asm32 ;; R2 initially just holds the radicand. As the algorithm runs, ;;

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