| /dports/math/fricas/fricas-1.3.7/src/algebra/ |
| H A D | intaux.spad | 242 varselect : (List K, SE) -> List K
243 ++ varselect([k1, ..., kn], x) returns the ki which involve x.
253 ++ \spad{(varselect(f1, x), ..., varselect(fn, x))}.
277 varselect(l, x) == [k for k in l | member?(x, variables(k::F))]
281 varselect(reduce("setUnion",[kernels f for f in l],empty()$List(K)), x)
337 (u := isExpt(p := ((p exquo cont(p, varselect(variables p, x)))::P)))
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| H A D | intef.spad | 186 empty?(l := varselect(kernels f, x)) => (xf * f)::IR
252 lk := varselect([a for a in tower f | a ~= k], x)
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| H A D | odeef.spad | 197 l := reverse! varselect(tower f, x)
292 empty? remove!(k, varselect(kernels g, x)) => -- i.e. rhs is rational
514 l := [k for k in varselect(kernels eq, x) | is?(k, OPDIFF)]
532 for k in varselect(kernels diffeq, x) | is?(k, OPDIFF) repeat
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| H A D | intden.spad | 459 lk := varselect([kk for kk in tower(f) |
468 lk := varselect([kk for kk in tower(f) |
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| H A D | rdeefx.spad | 419 lk := varselect(union(tower(f), tower(g)), x)
471 lkf := varselect(kernels(f), x)
472 lk := union(varselect(kernels(g), x), lkf)
2004 lk := varselect(union(tower(f), tower(ngu)), x)
2035 k1 := ksec(k, varselect(lk, x), x)
2211 lk := union(varselect(union(tower(f), tower(g)), x), [kernel(x)])
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| H A D | rdesys.spad | 301 vl := varselect(union(kernels nfp, union(kernels g1, kernels g2)), x)
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| H A D | laplace.spad | 56 l := varselect(kernels f, t)
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| H A D | intpar.spad | 1119 lk1 := varselect(tower(cons(dvf, append(lg2, lek))), dv)
1658 l := varselect(tower(cons(x::F, cons(f, lg))), x)
1809 lk1 := varselect(tower(cons(dvf, append(lg2, lek))), dv)
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| H A D | intaf.spad | 648 empty? remove!(y, remove!(kx, varselect(kernels g, x))) =>
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| /dports/math/giacxcas/giac-1.6.0/src/ |
| H A D | lpsolve.h | 65 int varselect; member
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| H A D | lpsolve.cc | 205 varselect=-1; in lp_settings()
1044 if (settings.varselect==_LP_PSEUDOCOST || settings.varselect<0) { in solve()
1066 switch (settings.varselect) { in solve()
1298 switch (settings.varselect) { in glpk_branchcut()
1627 prob.settings.varselect=rh.val; in parse_options_and_bounds()
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| /dports/math/fricas/fricas-1.3.7/pre-generated/src/algebra/ |
| H A D | RDEEFS.lsp | 161 (67 . |union|) (73 . |varselect|) (79 . |kmax|)
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| H A D | RDEEFX2.lsp | 203 (69 . |varselect|) (75 . *))
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| H A D | INTTOOLS.lsp | 518 '#(|varselect| 322 |vark| 328 |union| 334 |removeConstantTerm| 340
527 '((|varselect|
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| H A D | ODEEF.lsp | 880 (136 . |varselect|) (142 . |is?|) (148 . |first|)
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| H A D | LAPLACE.lsp | 914 (|IntegrationTools| 6 7) (22 . |varselect|) (28 . |max|)
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| H A D | LODEEF.lsp | 925 (178 . *) (184 . |varselect|) (190 . |coerce|)
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| H A D | INTEF.lsp | 1100 (446 . |intPatternMatch|) (454 . |varselect|) (460 . |kmax|)
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| H A D | INTDEN.lsp | 2276 (|IntegrationTools| 6 7) (541 . |varselect|) (547 . |Zero|)
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| H A D | INTPAF.lsp | 2145 (|IntegrationTools| 6 7) (566 . |varselect|) (572 . |remove!|)
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| H A D | INTPAR2.lsp | 2011 (159 . |coerce|) (|List| $) (164 . |tower|) (169 . |varselect|)
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| H A D | RDEPAR.lsp | 3582 (635 . |tower|) (640 . |varselect|) (|ParametricIntegration| 6 7)
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| H A D | RDEEFX.lsp | 8656 (|IntegrationTools| 6 7) (5 . |varselect|) (11 . |union|)
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| /dports/math/fricas/fricas-1.3.7/pre-generated/target/algebra/ |
| H A D | compress.daase | 724 |internalIntegrate| |infieldIntegrate| |varselect| |kmax| |ksec| |vark|
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| H A D | comdb.text | 8315 …,{} fn],{} x)} returns the set-theoretic union of \spad{(varselect(f1,{} x),{} ...,{} varselect(fn…
8323 968060`\spad{varselect([k1,{} ...,{} kn],{} x)} returns the \spad{ki} which involve \spad{x}.
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