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/dports/math/py-Diofant/Diofant-0.13.0/diofant/tests/polys/
H A Dtest_rings.py2598 assert f.eval(x, 0) == 0
2599 assert f.eval(x, 4) == 9
2600 assert f.eval(x, 27) == 5
2604 assert f.eval(x, 0) == 5
2605 assert f.eval(x, 4) == 3
2606 assert f.eval(x, 27) == 9
2618 assert f.eval(a=7) == 66
2619 assert f.eval(a=2) == 11
2622 r = f.eval(x, 0)
2661 r = f.eval(x, 0)
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/dports/math/py-Diofant/Diofant-0.13.0/diofant/polys/
H A Dfactorization_alg_field.py47 ring = ring.drop(*ring.gens[:-1])
149 ring = f.ring.domain.ring
281 ljA = lj.eval(list(zip(lcring.gens, A)))
344 fA = f.eval(list(zip(ring.gens[1:-1], A)))
355 lA = l.eval(list(zip(l.ring.gens, A))) # in Q(alpha)
646 G.append(f.eval(n, a))
648 C = c.eval(n, a)
669 C = c.diff(x=n, m=k + 1).eval(x=n, a=a)
728 s = S[0].eval(n - i, a)
747 lc = lc.eval(evalpoints)
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H A Dmodulargcd.py220 ring = f.ring
285 if not evaltest.eval(0, a):
288 fa = f.eval(-1, a)
289 ga = g.eval(-1, a)
306 ha *= delta.eval(0, a)
372 ring = f.ring
471 ring = c.ring
753 ring = f.ring.clone(domain=f.ring.domain.ring.drop(i))
757 fa[monom] = coeff.eval(i, a)
838 test = delta.eval(k-1, a) % p == 0
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H A Dfields.py34 ngens = ring.ngens
36 order = ring.order
104 ring = self.ring
169 ring = self.ring
193 def ring(self): member in FractionField
505 return self.eval(list(zip(self.field.gens, values)))
509 def eval(self, x, a=None): member in FracElement
512 numer, denom = self.numerator.eval(x), self.denominator.eval(x)
515 numer, denom = self.numerator.eval(x, a), self.denominator.eval(x, a)
523 return field((field.ring(numer), field.ring(denom)))
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H A Deuclidtools.py121 h = ring._gcd(f, g)
149 ring = self.clone(domain=domain.ring)
151 h = ring._gcd_ZZ(f, g)
191 assert self == f.ring == g.ring and self.domain.is_IntegerRing
216 ff = f.eval(x0, x)
217 gg = g.eval(x0, x)
412 ring = self.clone(domain=domain.ring)
503 F = f.eval(x=1, a=a)
506 G = g.eval(x=1, a=a)
512 e = r.eval(x=0, a=a)
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H A Drootisolation.py384 re = f1.eval(0, s)
385 im = f2.eval(0, s)
517 f1L1 = f1.eval(1, v)
568 f1V = f1.eval(0, x)
569 f2V = f2.eval(0, x)
676 f1H = f1.eval(1, y)
677 f2H = f2.eval(1, y)
804 ring = f.ring
819 f = ring._transform(f, ring(a)*x + ring(b), ring(c)*x + ring(d))
869 ring = f.ring
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/dports/graphics/embree/embree-3.13.2/kernels/subdiv/
H A Dgregory_patch.h430 const Vec4<float> Bu = BezierBasis::eval(uu); in eval()
431 const Vec4<float> Bv = BezierBasis::eval(vv); in eval()
445 const Vec4<float> Bv = BezierBasis::eval(vv); in eval_du()
458 const Vec4<float> Bu = BezierBasis::eval(uu); in eval_dv()
473 const Vec4<float> Bv = BezierBasis::eval(vv); in eval_dudu()
486 const Vec4<float> Bu = BezierBasis::eval(uu); in eval_dvdv()
510 return eval(v,f,uu,vv); in eval()
571 *P = eval(u,v);
603 const Vec4<vfloat> u_n = BezierBasis::eval(uu); in eval()
604 const Vec4<vfloat> v_n = BezierBasis::eval(vv); in eval()
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H A Dbspline_patch.h103 const Vertex v11 = v[1][1] = patch.ring[0].vtx; in init()
104 const Vertex v12 = v[1][2] = patch.ring[1].vtx; in init()
105 const Vertex v22 = v[2][2] = patch.ring[2].vtx; in init()
106 const Vertex v21 = v[2][1] = patch.ring[3].vtx; in init()
109 init_border(patch.ring[0],v[0][1],v[0][2],v11,v12,v21,v22); in init()
110 init_border(patch.ring[1],v[1][3],v[2][3],v12,v22,v11,v21); in init()
111 init_border(patch.ring[2],v[3][2],v[3][1],v22,v21,v12,v11); in init()
112 init_border(patch.ring[3],v[2][0],v[1][0],v21,v11,v22,v12); in init()
115 init_corner(patch.ring[0],v[0][0],v[0][1],v[0][2],v[1][0],v11,v12,v[2][0],v21,v22); in init()
116 init_corner(patch.ring[1],v[0][3],v[1][3],v[2][3],v[0][2],v12,v22,v[0][1],v11,v21); in init()
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H A Dbilinear_patch.h42 v[0] = patch.ring[0].getLimitVertex(); in BilinearPatchT()
43 v[1] = patch.ring[1].getLimitVertex(); in BilinearPatchT()
44 v[2] = patch.ring[2].getLimitVertex(); in BilinearPatchT()
45 v[3] = patch.ring[3].getLimitVertex(); in BilinearPatchT()
58 __forceinline Vertex eval(const float uu, const float vv) const { in eval() function
86 __forceinline void eval(const float u, const float v,
91 *P = eval(u,v);
105 __forceinline Vec3<vfloat> eval(const vfloat& uu, const vfloat& vv) const in eval() function
137 __forceinline vfloat eval(const size_t i, const vfloat& uu, const vfloat& vv) const { in eval() function
167 __forceinline void eval(const vbool& valid, const vfloat& uu, const vfloat& vv, in eval() function
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/dports/math/cln/cln-1.3.6/include/cln/
H A Dunivpoly_integer.h142 const cl_I eval (const cl_UP_I& x, const cl_I& y)
144 return The(cl_I)(cl_heap_univpoly_ring::eval(x,cl_ring_element(cl_I_ring,y)));
161 { return x.ring()->plus(x,y); }
165 { return x.ring()->uminus(x); }
173 { return x.ring()->mul(x,y); }
177 { return x.ring()->square(x); }
186 { return y.ring()->mul(y.ring()->canonhom(x),y); }
188 { return x.ring()->mul(x.ring()->canonhom(y),x); }
203 { x.ring()->finalize(x); }
207 { ring()->finalize(*this); }
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H A Dunivpoly_modint.h134 const cl_MI eval (const cl_UP_MI& x, const cl_MI& y) in eval() function
136 return The2(cl_MI)(cl_heap_univpoly_ring::eval(x,y)); in eval()
153 { return x.ring()->plus(x,y); }
165 { return x.ring()->mul(x,y); }
178 { return y.ring()->mul(y.ring()->canonhom(x),y); }
180 { return x.ring()->mul(x.ring()->canonhom(y),x); }
183 { return y.ring()->scalmul(y.ring()->basering()->canonhom(x),y); }
185 { return x.ring()->scalmul(x.ring()->basering()->canonhom(y),x); }
199 { x.ring()->finalize(x); } in finalize()
203 { ring()->finalize(*this); } in finalize()
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H A Dunivpoly_complex.h143 const cl_N eval (const cl_UP_N& x, const cl_N& y)
145 return The(cl_N)(cl_heap_univpoly_ring::eval(x,cl_ring_element(cl_C_ring,y)));
162 { return x.ring()->plus(x,y); }
166 { return x.ring()->uminus(x); }
174 { return x.ring()->mul(x,y); }
178 { return x.ring()->square(x); }
187 { return y.ring()->mul(y.ring()->canonhom(x),y); }
189 { return x.ring()->mul(x.ring()->canonhom(y),x); }
208 { x.ring()->finalize(x); }
212 { ring()->finalize(*this); }
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H A Dunivpoly_rational.h143 const cl_RA eval (const cl_UP_RA& x, const cl_RA& y)
145 return The(cl_RA)(cl_heap_univpoly_ring::eval(x,cl_ring_element(cl_RA_ring,y)));
162 { return x.ring()->plus(x,y); }
166 { return x.ring()->uminus(x); }
174 { return x.ring()->mul(x,y); }
178 { return x.ring()->square(x); }
187 { return y.ring()->mul(y.ring()->canonhom(x),y); }
189 { return x.ring()->mul(x.ring()->canonhom(y),x); }
208 { x.ring()->finalize(x); }
212 { ring()->finalize(*this); }
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H A Dunivpoly_real.h143 const cl_R eval (const cl_UP_R& x, const cl_R& y)
145 return The(cl_R)(cl_heap_univpoly_ring::eval(x,cl_ring_element(cl_R_ring,y)));
162 { return x.ring()->plus(x,y); }
166 { return x.ring()->uminus(x); }
174 { return x.ring()->mul(x,y); }
178 { return x.ring()->square(x); }
187 { return y.ring()->mul(y.ring()->canonhom(x),y); }
189 { return x.ring()->mul(x.ring()->canonhom(y),x); }
208 { x.ring()->finalize(x); }
212 { ring()->finalize(*this); }
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H A Dunivpoly.h163 …const cl_ring_element (* eval) (cl_heap_univpoly_ring* R, const _cl_UP& x, const cl_ring_element& … member
230 { return polyops->eval(this,x,y); } in _eval()
331 const cl_ring_element eval (const cl_UP& x, const cl_ring_element& y) in eval() function
409 { return y.ring()->mul(y.ring()->canonhom(x),y); }
411 { return x.ring()->mul(x.ring()->canonhom(y),x); }
447 return ring()->eval(*this,y); in operator()
632 const T eval (const cl_UP_specialized<T>& x, const T& y) in eval() function
634 return The(T)(cl_heap_univpoly_ring::eval(x,cl_ring_element(cl_C_ring??,y))); in eval()
685 { return y.ring()->mul(y.ring()->canonhom(x),y); }
688 { return x.ring()->mul(x.ring()->canonhom(y),x); }
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/dports/math/gap/gap-4.11.0/pkg/MatricesForHomalg-2020.01.02/doc/
H A Dmanual.six887 "eval for matrices created with homalginitialmatrix",
892 "eval for matrices created with homalginitialidentitymatrix",
900 "eval for matrices created with homalgidentitymatrix",
909 [ "C", 4, 7 ], 297, 77, "eval for matrices created with involution",
916 "eval for matrices created with certainrows", "X852DCBD57A742FA5" ],
921 [ "C", 4, 11 ], 460, 80, "eval for matrices created with unionofrows",
927 [ "C", 4, 13 ], 554, 82, "eval for matrices created with diagmat",
933 [ "C", 4, 15 ], 660, 84, "eval for matrices created with mulmat",
936 [ "C", 4, 16 ], 733, 85, "eval for matrices created with addmat",
939 [ "C", 4, 17 ], 775, 86, "eval for matrices created with submat",
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/dports/editors/emacs/emacs-27.2/lisp/emulation/
H A Dviper-util.el279 (if (markerp (eval var))
282 (move-marker (eval var) pos buffer))
470 (if (and (ring-p ring) (> (ring-length ring) 0))
473 (ring-plus1 (car ring) (ring-length ring)))
493 (if (and (ring-p ring) (> (ring-length ring) 0))
494 (aref (cdr (cdr ring)) (mod (- (car ring) 1 n) (ring-length ring)))))
498 (or (ring-p (eval ring-var))
515 (viper-ring-insert (eval ring-var) item))
605 (var-val (if (boundp var) (eval var)))
1006 (eval
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/dports/lang/emacs-lisp-intro/emacs-lisp-intro-2.04/
H A Demacs-lisp-intro.info-1360 (:eval (substring
136 (:eval (substring
222 eval((triangle-bugged 4))
223 eval-last-sexp-1(nil)
224 eval-last-sexp(nil)
304 eval-last-sexp-1(nil)
305 eval-last-sexp(nil)
318 eval-last-sexp-1(nil)
319 eval-last-sexp(nil)
337 eval-last-sexp-1(nil)
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/dports/math/py-sympy/sympy-1.9/sympy/printing/tests/
H A Dtest_repr.py11 from sympy.polys import ring, field, ZZ, QQ, lex, grlex, Poly
37 assert eval(string, ENV2) == expr
58 assert eval(srepr(expr)) == expr
161 assert eval(srepr(x), ENV) == x
183 assert d == eval(srepr(d))
224 assert srepr(ring("x", ZZ, lex)[0]) == "PolyRing((Symbol('x'),), ZZ, lex)"
225 assert srepr(ring("x,y", QQ, grlex)[0]) == "PolyRing((Symbol('x'), Symbol('y')), QQ, grlex)"
226 …assert srepr(ring("x,y,z", ZZ["t"], lex)[0]) == "PolyRing((Symbol('x'), Symbol('y'), Symbol('z')),…
236 R, x, y = ring("x,y", ZZ)
/dports/devel/p5-Devel-RingBuffer/Devel-RingBuffer-0.31/t/
H A D01basic.t63 # create a ring buffer using defaults
65 my $ring = Devel::RingBuffer->new(TraceOnCreate => 1, StopOnCreate => 1);
67 report_result(\$testno, defined($ring), 'create a default ring');
69 unless ($ring) {
70 report_result(\$testno, 'skip', 'no ring, can\'t proceeed')
110 $depth = $r->nextSlot("this is the $_ slot of the $r ring"),
175 eval {
198 eval {
272 # eval {
289 ThreadFacade::run($ring, \$testno, \&report_result);
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/dports/science/p5-Chemistry-Ring/Chemistry-Ring-0.20/t/
H A Dfind_ring.t6 my @files = glob "t/rings/*.ring";
8 eval "use Chemistry::File::SMILES";
28 for my $ring (@rings) {
29 my @atoms = $ring->atoms;
30 my @bonds = $ring->bonds;
31 my $aromatic = $ring->is_aromatic;
/dports/science/p5-PerlMol/PerlMol-0.3500/inc/BUNDLES/Chemistry-Ring-0.19/t/
H A Dfind_ring.t6 my @files = glob "t/rings/*.ring";
8 eval "use Chemistry::File::SMILES";
28 for my $ring (@rings) {
29 my @atoms = $ring->atoms;
30 my @bonds = $ring->bonds;
31 my $aromatic = $ring->is_aromatic;
/dports/math/cocoalib/CoCoALib-0.99712/src/tests/
H A Dtest-RootBound1.C63 const ring& P = owner(f); in Fstar()
80 const ring& P = owner(f); in CheckUPB()
81 const ring& k = CoeffRing(P); in CheckUPB()
87 RingHom eval = PolyRingHom(P, k, IdentityHom(k), images); in CheckUPB() local
88 const RingElem evalg = eval(g); in CheckUPB()
110 const ring& P = owner(f); in CheckInvariance()
147 ring P = NewPolyRing(RingQQ(), symbols("x,y")); in program()
/dports/math/giacxcas/CoCoALib-0.99700/src/tests/
H A Dtest-RootBound1.C63 const ring& P = owner(f); in Fstar()
80 const ring& P = owner(f); in CheckUPB()
81 const ring& k = CoeffRing(P); in CheckUPB()
87 RingHom eval = PolyRingHom(P, k, IdentityHom(k), images); in CheckUPB() local
88 const RingElem evalg = eval(g); in CheckUPB()
110 const ring& P = owner(f); in CheckInvariance()
147 ring P = NewPolyRing(RingQQ(), symbols("x,y")); in program()
/dports/math/gretl/gretl-2021d/addons/geoplot/
H A Dgeoplot_utils.inp19 n = nelem(ring)
23 ri = ring[i]
31 n = nelem(ring)
34 ri = ring[i]
293 eval seq(1,k+1)' ~ ret ~ areas
307 # eval seq(1,k)' ~ ret ~ areas
316 # eval seq(1,k)' ~ ret ~ areas
322 # eval seq(1,k)' ~ ret ~ areas
330 n = nelem(ring)
332 return ring
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