/dports/x11/xlockmore/xlockmore-5.67/modes/ |
H A D | euler2d.c | 107 #define deg_p 6 macro 164 double p_coef[2*(deg_p-1)]; 192 for(i=deg_p;i>=2;i--) in calc_p() 210 for(i=deg_p;i>=2;i--) in calc_mod_dp2() 230 for(i=deg_p;i>=2;i--) in calc_all_p() 253 for(i=deg_p;i>=2;i--) in calc_all_mod_dp2() 612 for(k=2;k<=deg_p;k++) in init_euler2d() 620 if (mag > 0.0001) for(k=2;k<=deg_p;k++) in init_euler2d() 628 for(k=2;k<=deg_p;k++){ in init_euler2d() 689 for(k=2;k<=deg_p;k++) in init_euler2d()
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/dports/x11/xscreensaver/xscreensaver-5.44/hacks/ |
H A D | euler2d.c | 109 #define deg_p 6 macro 166 double p_coef[2*(deg_p-1)]; 194 for(i=deg_p;i>=2;i--) in calc_p() 212 for(i=deg_p;i>=2;i--) in calc_mod_dp2() 232 for(i=deg_p;i>=2;i--) in calc_all_p() 255 for(i=deg_p;i>=2;i--) in calc_all_mod_dp2() 609 for(k=2;k<=deg_p;k++) in init_euler2d() 617 if (mag > 0.0001) for(k=2;k<=deg_p;k++) in init_euler2d() 624 for(k=2;k<=deg_p;k++){ in init_euler2d() 685 for(k=2;k<=deg_p;k++) in init_euler2d()
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/dports/math/cgal/CGAL-5.3/include/CGAL/Arr_geometry_traits/ |
H A D | Rational_arc_2.h | 1562 const int deg_p = nt_traits.degree (P); in _analyze_at_minus_infinity() local 1565 if (deg_p < 0 || deg_p < deg_q) in _analyze_at_minus_infinity() 1573 Integer p_lead = nt_traits.get_coefficient (P, deg_p); in _analyze_at_minus_infinity() 1576 if (deg_p == deg_q) in _analyze_at_minus_infinity() 1584 const int def_diff = deg_p - deg_q; in _analyze_at_minus_infinity() 1602 const int deg_p = nt_traits.degree (P); in _analyze_at_plus_infinity() local 1605 if (deg_p < 0 || deg_p < deg_q) in _analyze_at_plus_infinity() 1613 Integer p_lead = nt_traits.get_coefficient (P, deg_p); in _analyze_at_plus_infinity() 1616 if (deg_p == deg_q) in _analyze_at_plus_infinity()
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/dports/math/cgal/CGAL-5.3/include/CGAL/Arr_rat_arc/ |
H A D | Rational_arc_d_1.h | 1626 const int deg_p(CGAL::degree(P)); in _analyze_at_minus_infinity() 1629 if (deg_p <= 0 || deg_p <= deg_q) in _analyze_at_minus_infinity() 1639 if (deg_p == deg_q) in _analyze_at_minus_infinity() 1647 const int def_diff = deg_p - deg_q; in _analyze_at_minus_infinity() 1664 const int deg_p(CGAL::degree(P)); in _analyze_at_plus_infinity() 1667 if (deg_p <= 0 || deg_p <= deg_q) in _analyze_at_plus_infinity() 1678 if (deg_p == deg_q) in _analyze_at_plus_infinity()
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/dports/math/gap/gap-4.11.0/pkg/homalg-2019.09.01/gap/ |
H A D | HomalgBicomplex.gi | 263 local C, deg_p, o, deg_q; 267 deg_p := ObjectDegreesOfComplex( C ); 283 return [ deg_q, deg_p ]; 285 return [ deg_p, deg_q ];
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/dports/math/fricas/fricas-1.3.7/src/algebra/ |
H A D | intaf.spad | 429 split_power(p1 : UP, deg_p : N) : Record(pfac : UP, cofactor : UP) == 437 (e2, e3) := divide(e1, deg_p) 438 if e3 = deg_p - 1 then 453 deg_p := degree(p) 456 (p_fac, cofac) := split_power(lc, deg_p) 461 for i in 0..deg_p repeat 472 (p_fac, cofac) := split_power(c0, deg_p) 478 for i in deg_p..0 by -1 repeat
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/dports/math/z3/z3-z3-4.8.13/src/math/polynomial/ |
H A D | upolynomial_factorization.cpp | 360 for (unsigned deg_p = 0; deg_p < T.size(); deg_p += p) { in zp_square_free_factor() local 362 nm.set(T_0.back(), T[deg_p]); in zp_square_free_factor()
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H A D | polynomial.cpp | 5544 unsigned deg_p = degree(p, x); in subresultant_chain() local 5546 if (deg_p < deg_q) { in subresultant_chain() 5548 std::swap(deg_p, deg_q); in subresultant_chain() 5550 SASSERT(deg_p > 0); in subresultant_chain() 5551 unsigned n = deg_p; in subresultant_chain()
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/dports/math/py-z3-solver/z3-z3-4.8.10/src/math/polynomial/ |
H A D | upolynomial_factorization.cpp | 360 for (unsigned deg_p = 0; deg_p < T.size(); deg_p += p) { in zp_square_free_factor() local 362 nm.set(T_0.back(), T[deg_p]); in zp_square_free_factor()
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H A D | polynomial.cpp | 5544 unsigned deg_p = degree(p, x); in subresultant_chain() local 5546 if (deg_p < deg_q) { in subresultant_chain() 5548 std::swap(deg_p, deg_q); in subresultant_chain() 5550 SASSERT(deg_p > 0); in subresultant_chain() 5551 unsigned n = deg_p; in subresultant_chain()
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/dports/math/singular/Singular-Release-4-2-1/kernel/GBEngine/ |
H A D | syz3.cc | 1613 int j,jj,k,deg_p,idel_temp=IDELEMS(temp_generators); in kosz_ext() local 1622 deg_p = p_FDeg(p,currRing); in kosz_ext() 1625 min_deg = deg_p; in kosz_ext() 1629 if (deg_p<min_deg) min_deg = deg_p; in kosz_ext() 1633 (p_FDeg(temp_generators->m[k],currRing)<=deg_p)) k++; in kosz_ext()
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/dports/math/octave-forge-interval/interval-3.2.0/src/crlibm/scs_lib/maple/ |
H A D | SCSS_procedures.mws | 53 \n local i, deg_poly;\n\n deg_poly := degree(poly);\n for i from deg_p
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/dports/math/fricas/fricas-1.3.7/pre-generated/src/algebra/ |
H A D | INTPAF.lsp | 91 ((|p1| |SparseUnivariatePolynomial| F) (|deg_p| |NonNegativeInteger|) 116 (LETT |#G22| (DIVIDE2 |e1| |deg_p|)) 121 ((EQL |e3| (- |deg_p| 1)) 159 (|c0| #4#) (#6=#:G532 NIL) (|#G25| #5#) (|deg_p| #2#) (|lc| #4#)) 168 (LETT |deg_p| (SPADCALL |p| (QREFELT $ 59))) 189 (SEQ (LETT |i| 0) (LETT #6# |deg_p|) G190 255 (SEQ (LETT |i| |deg_p|) G190
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