/dports/math/barvinok/barvinok-0.41.5/ |
H A D | dpoly.h | 13 class dpoly { 16 dpoly(const dpoly& o) { in dpoly() function 20 dpoly(int d) { in dpoly() function 23 dpoly(int d, const Value degree, int offset = 0); 24 ~dpoly() { in ~dpoly() 27 void operator += (const dpoly& t); 29 void operator *= (const dpoly& f); 32 Vector *div(const dpoly &d); 64 dpoly_r(dpoly& num, int dim); 65 dpoly_r(dpoly& num, dpoly& den, int pos, int dim); [all …]
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H A D | dpoly.cc | 15 dpoly::dpoly(int d, const Value degree, int offset) in dpoly() function in dpoly 41 void dpoly::operator += (const dpoly& t) in operator +=() 48 void dpoly::operator *= (const Value f) in operator *=() 54 void dpoly::operator *= (const dpoly& f) in operator *=() 66 Vector *dpoly::div(const dpoly& d) in div() 94 void dpoly::div(const dpoly& d, mpq_t count, int sign) in div() 113 void dpoly::div(const dpoly& d, mpq_t *count, const mpq_t& factor) in div() 157 dpoly_r::dpoly_r(dpoly& num, int dim) in dpoly_r() 172 dpoly_r::dpoly_r(dpoly& num, dpoly& den, int pos, int dim) in dpoly_r() 204 dpoly_r::dpoly_r(const dpoly_r* num, dpoly& den, int pos, int dim) in dpoly_r() [all …]
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H A D | counter.cc | 65 dpoly d(dim); in add_lattice_points() 68 dpoly n(dim, den->p_Init[0], 1); in add_lattice_points() 70 dpoly fact(dim, den->p_Init[k], 1); in add_lattice_points() 83 dpoly d(dim); in setup_todd() 122 dpoly t(todd); in add_lattice_points() 126 dpoly fact(todd); in add_lattice_points() 132 dpoly n(dim); in add_lattice_points() 267 dpoly n(len); in reduce() 273 dpoly t(len); in reduce() 281 dpoly d(len, tz, 1); in reduce() [all …]
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H A D | reducer.cc | 110 const dpoly * const *num; 117 dpoly_r_scanner(const dpoly * const *num, int n, const dpoly_r *rc, int dim) in dpoly_r_scanner() 251 dpoly **n = new dpoly *[num_s.length()]; in reduce() 254 n[i] = new dpoly(no_param, tz); in reduce() 285 dpoly D(no_param, tz, 1); in reduce() 289 dpoly fact(no_param, tz, 1); in reduce() 317 dpoly one(no_param, tz); in reduce() 325 dpoly pd(no_param-1, tz, 1); in reduce() 452 dpoly n(len, tz); in base() 454 dpoly D(len, tz, 1); in base() [all …]
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H A D | counter.h | 58 dpoly todd; 71 void adapt_todd(dpoly& t, const Value c); 72 void add_powers(dpoly& n, const Value c);
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H A D | bfcounter.cc | 349 dpoly D(no_param, tmp, 1); in reduce() 351 dpoly fact(no_param, tmp, 1); in reduce() 358 dpoly fact(no_param, tmp, 1); in reduce() 368 dpoly n(no_param, tmp); in reduce() 383 dpoly n(no_param, tmp); in reduce() 396 dpoly pd(no_param-1, tmp, 1); in reduce()
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H A D | barvinok.cc | 207 dpoly D(total_power, tz, 1); in base() 210 dpoly fact(total_power, tz, 1); in base() 216 dpoly fact(total_power, tz, 1); in base() 222 dpoly n(total_power, tz); in base() 602 dpoly n(dim, tz, 1); in handle() 605 dpoly fact(dim, tz, 1); in handle() 622 dpoly d(dim, tz); in handle() 857 dpoly n(no_param, tz); in reduce() 859 dpoly D(no_param, tz, 1); in reduce() 863 dpoly fact(no_param, tz, 1); in reduce() [all …]
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H A D | testlib.cc | 218 dpoly n(2, v); in test_specialization() 224 dpoly d(2, v, 1); in test_specialization() 226 dpoly d2(2, v, 1); in test_specialization() 238 dpoly n2(2, v); in test_specialization()
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/dports/math/fricas/fricas-1.3.7/pre-generated/target/share/hypertex/pages/ |
H A D | XPBWPOLY.ht | 45 \spadpaste{dpoly := XDistributedPolynomial(Symbol, RN) \bound{dpoly} \free{RN}} 88 \spadpaste{pq :: dpoly \free{pq dpoly}} 144 \spadpaste{lpd1: dpoly := lp1 \free{lp1 dpoly} \bound{lpd1}} 148 \spadpaste{lpd2: dpoly := lp2 \free{lp2 dpoly} \bound{lpd2}} 152 \spadpaste{lpd : dpoly := lpd1 * lpd2 - lpd2 * lpd1 \free{dpoly lpd1 lpd2} \bound{lpd}} 156 \spadpaste{lp :: dpoly - lpd \free{lpd dpoly lp}}
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H A D | XPBWPOLY.pht | 100 \tab{5}\spadcommand{dpoly := XDistributedPolynomial(Symbol, RN)\bound{dpoly }\free{RN }} 110 \tab{5}\spadcommand{dpoly := XDistributedPolynomial(Symbol, RN)\bound{dpoly }\free{RN }} 268 \tab{5}\spadcommand{pq :: dpoly\free{pq dpoly }} 278 \tab{5}\spadcommand{pq :: dpoly\free{pq dpoly }} 486 \tab{5}\spadcommand{lpd1: dpoly := lp1\free{lp1 dpoly }\bound{lpd1 }} 501 \tab{5}\spadcommand{lpd1: dpoly := lp1\free{lp1 dpoly }\bound{lpd1 }} 507 \tab{5}\spadcommand{lpd2: dpoly := lp2\free{lp2 dpoly }\bound{lpd2 }} 522 \tab{5}\spadcommand{lpd2: dpoly := lp2\free{lp2 dpoly }\bound{lpd2 }} 528 \tab{5}\spadcommand{lpd : dpoly := lpd1 * lpd2 - lpd2 * lpd1\free{dpoly lpd1 lpd2 }\bound{lpd }} 624 \tab{5}\spadcommand{lp :: dpoly - lpd\free{lpd dpoly lp }} [all …]
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/dports/math/fricas/fricas-1.3.7/src/doc/htex/ |
H A D | XPBWPOLY.htex | 61 \spadcommand{dpoly := XDistributedPolynomial(Symbol, RN) \bound{dpoly} \free{RN}} 104 \spadcommand{pq :: dpoly \free{pq dpoly}} 160 \spadcommand{lpd1: dpoly := lp1 \free{lp1 dpoly} \bound{lpd1}} 164 \spadcommand{lpd2: dpoly := lp2 \free{lp2 dpoly} \bound{lpd2}} 168 \spadcommand{lpd : dpoly := lpd1 * lpd2 - lpd2 * lpd1 \free{dpoly lpd1 lpd2} \bound{lpd}} 172 \spadcommand{lp :: dpoly - lpd \free{lpd dpoly lp}}
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/dports/math/reduce/Reduce-svn5758-src/packages/cali/ |
H A D | dpoly.red | 1 module dpoly; 42 <dpoly> ::= list of <term>s 54 % Leading monomial of the dpoly p. 62 % Returns e_i as dpoly. 66 % dpoly from integer 96 % Returns - p for the dpoly p. 113 % Returns p * e_i for the dpoly p. 208 % Returns p^n for the dpoly p. 262 % U is a list of dpoly expressions. The result is the dpoly 338 % Prints a dpoly in infix form. [all …]
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H A D | bas.red | 44 <base element> ::= list(nr dpoly length ecart rep) 163 % Applies bas_simpelement to each dpoly in the base list u. 194 typerr(var,"dpoly variable");
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H A D | red.red | 37 reductions executed on the dpoly part, are repeated on the rep part, 112 % Returns (model . dpoly), extracting the multiplier part from the 256 % Hide the terms of the dpoly p. This is involutive ! 265 % The dpoly part of model is empty, but the rep part contains
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H A D | mo.red | 269 typerr(x,"dpoly variable"); 305 typerr(s,"dpoly name's list"); 328 typerr(u,"dpoly variable") 337 % Convert a monomial to part of algebraic prefix form of a dpoly.
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H A D | dpmat.red | 35 This module introduces special dpoly matrices with its own matrix 152 % Substitute in the dpoly a each e_i by b_i from the base list b. 171 % Returns f * m for the dpoly f and the dpmat m.
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/dports/science/quantum-espresso/q-e-qe-6.7.0/atomic/src/ |
H A D | compute_chi_tm.f90 | 33 dpoly local 43 dpoly = dpr(xc,xc(7),grid%r(n)) 46 chi_out(n) = (e + (2*lam+2)/grid%r(n)*dpoly + & 47 d2pr(xc,xc(7),grid%r(n)) + dpoly**2 - vpsloc(n))*phi_in(n)
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/dports/math/reduce/Reduce-svn5758-src/packages/factor/ |
H A D | degsets.red | 33 dpoly 73 begin scalar i,degree!-map,degree!-map1,dpoly, 82 dpoly:=sum!-list car l; 89 degree!-map:=mkvect dpoly; 91 for i:=0:dpoly do putv(degree!-map,i,t) >> 95 degree!-map1:=mkvect dpoly; 102 for i:=0:dpoly do putv(degree!-map1,i,nil); 104 putv(degree!-map1,dpoly,t); 108 for i:=0:dpoly do 113 for i:=1:dpoly#-1 do [all …]
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H A D | facmod.red | 30 dpoly 79 dpoly:=ldeg poly!-mod!-p; 80 wvec1:=mkvect (2#*dpoly); 82 x!-to!-p:=mkvect dpoly; 88 if dpoly#<4 then return 104 dpoly . poly!-vector, 130 wvec2,dpoly); 134 dpoly:=quotfail!-in!-vector(poly!-vector,dpoly, 141 if p#<dpoly then << 209 poly!-vector,dpoly); [all …]
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/dports/math/fricas/fricas-1.3.7/pre-generated/target/share/spadhelp/ |
H A D | XPBWPolynomial.help | 31 dpoly := XDistributedPolynomial(Symbol, RN) 80 pq :: dpoly 147 lpd1: dpoly := lp1 152 lpd2: dpoly := lp2 160 lpd : dpoly := lpd1 * lpd2 - lpd2 * lpd1 216 lp :: dpoly - lpd
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/dports/math/cado-nfs/cado-nfs-f4284e2391121b2bfb97bc4880b6273c7250dc2f/sieve/ |
H A D | las-norms.cpp | 893 double_poly dpoly; in sieve_info_update_norm_data_Jmax() local 894 double_poly_init (dpoly, cpoly->pols[side]->deg); in sieve_info_update_norm_data_Jmax() 895 double_poly_set_mpz_poly (dpoly, cpoly->pols[side]); in sieve_info_update_norm_data_Jmax() 897 double_poly_mul_double(dpoly, dpoly, pow(Q.sublat.m, cpoly->pols[side]->deg)); in sieve_info_update_norm_data_Jmax() 898 double maxnorm = get_maxnorm_circular (dpoly, fudge_factor*A/2., in sieve_info_update_norm_data_Jmax() 900 double_poly_clear (dpoly); in sieve_info_update_norm_data_Jmax()
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/dports/math/py-mpmath/mpmath-1.2.1/mpmath/calculus/ |
H A D | differentiation.py | 360 def dpoly(n, _cache={}): function 371 R = dpoly(n-1) 443 for powers, c in iteritems(dpoly(i)):
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/dports/math/reduce/Reduce-svn5758-src/csl/embedded/ |
H A D | u31.lsp | 86 (c!:install 'use!-berlekamp '(use!-berlekamp dpoly nil poly!-vector
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/dports/biology/iqtree/IQ-TREE-2.0.6/model/ |
H A D | modelpomo.cpp | 275 double dpoly; in computeSumFreqPolyStates() local 280 dpoly = freq_boundary_states[i] * mutation_rate_matrix[i*n_alleles+j]; in computeSumFreqPolyStates() 281 norm_polymorphic += dpoly; in computeSumFreqPolyStates()
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/dports/graphics/blender/blender-2.91.0/source/blender/blenkernel/intern/ |
H A D | displist.c | 632 int a, dpoly; in bevels_to_filledpoly() local 653 dpoly = 3 * dl->nr; in bevels_to_filledpoly() 659 fp += dpoly; in bevels_to_filledpoly() 674 dpoly = 3 * dl->nr; in bevels_to_filledpoly() 680 fp += dpoly; in bevels_to_filledpoly()
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