/dports/math/py-sympy/sympy-1.9/sympy/polys/tests/ |
H A D | test_pythonrational.py | 66 assert QQ(-1, 2) + QQ( 1, 2) == QQ(0) 67 assert QQ( 1, 2) + QQ(-1, 2) == QQ(0) 69 assert QQ(1, 2) + QQ(1, 2) == QQ(1) 70 assert QQ(1, 2) + QQ(3, 2) == QQ(2) 71 assert QQ(3, 2) + QQ(1, 2) == QQ(2) 72 assert QQ(3, 2) + QQ(3, 2) == QQ(3) 81 assert QQ(1, 2) - QQ(1, 2) == QQ( 0) 82 assert QQ(1, 2) - QQ(3, 2) == QQ(-1) 83 assert QQ(3, 2) - QQ(1, 2) == QQ( 1) 84 assert QQ(3, 2) - QQ(3, 2) == QQ( 0) [all …]
|
H A D | test_densetools.py | 64 [QQ(1, 3), QQ(1), QQ(3), QQ(0)] 66 [QQ(1, 12), QQ(1, 3), QQ(3, 2), QQ(0), QQ(0)] 68 [QQ(1, 60), QQ(1, 12), QQ(1, 2), QQ(0), QQ(0), QQ(0)] 253 f = [-QQ(1, 720), QQ(0), QQ(1, 24), QQ(0), -QQ(1, 2), QQ(0), QQ(1)] 254 g = [QQ(61, 720), QQ(0), QQ(5, 24), QQ(0), QQ(1, 2), QQ(0), QQ(1)] 262 f = [-QQ(1, 720), QQ(0), QQ(1, 24), QQ(0), -QQ(1, 2), QQ(0), QQ(1)] 263 g = [QQ(61, 720), QQ(0), QQ(5, 24), QQ(0), QQ(1, 2), QQ(0), QQ(1)] 378 [QQ(1), QQ(2), QQ(1)], QQ) == (QQ(1), [QQ(1), QQ(2), QQ(1)]) 380 [QQ(2), QQ(4), QQ(2)], QQ) == (QQ(2), [QQ(1), QQ(2), QQ(1)]) 577 [QQ(1), QQ(0), QQ(0), QQ(0), QQ(0), QQ(0), QQ(2), QQ(0), QQ(578), [all …]
|
H A D | test_densearith.py | 194 [[QQ(4, 14), QQ(5, 14), QQ(6, 14)], [QQ(1, 14), QQ(2, 14), 217 assert dup_quo_ground(f, QQ(2), QQ) == [QQ(3), QQ(1), QQ(4)] 239 assert dup_exquo_ground(f, QQ(2), QQ) == [QQ(3), QQ(1), QQ(4)] 282 [QQ(-1, 7), QQ(2, 7), QQ(3, 7)], QQ) == [QQ(1, 7), QQ(2, 7), QQ(3, 7)] 308 -1, 7), QQ(2, 7), QQ(3, 7)], QQ) == [QQ(1, 7), QQ(-2, 7), QQ(-3, 7)] 343 assert dup_add([QQ(1, 2), QQ(2, 3)], [QQ(1)], QQ) == [QQ(1, 2), QQ(5, 3)] 344 assert dup_add([QQ(1)], [QQ(1, 2), QQ(2, 3)], QQ) == [QQ(1, 2), QQ(5, 3)] 347 8, 7), QQ(9, 7), QQ(10, 7)], QQ) == [QQ(9, 7), QQ(11, 7), QQ(13, 7)] 388 assert dup_sub([QQ(1, 7), QQ(2, 7)], [QQ(1)], QQ) == [QQ(1, 7), QQ(-5, 7)] 389 assert dup_sub([QQ(1)], [QQ(1, 7), QQ(2, 7)], QQ) == [QQ(-1, 7), QQ(5, 7)] [all …]
|
H A D | test_rootisolation.py | 61 s, t, u, v, w = QQ(1), QQ(2), QQ(24, 17), QQ(17, 12), QQ(7, 5) 76 s, t, u, v = QQ(1), QQ(2), QQ(4, 3), QQ(3, 2) 189 (QQ(1, 2), QQ(1, 2)), (QQ(1), QQ(1)), (QQ(2), QQ(2))] 193 (QQ(1, 2), QQ(1, 2)), (QQ(1), QQ(1)), (QQ(2), QQ(2))] 207 [(-QQ(a), -QQ(a)), (-QQ(1, b), -QQ(1, b)), (QQ(1, c), QQ(1, c)), (QQ(d), QQ(d))] 214 [(-QQ(a), -QQ(a)), (-QQ(1, b), -QQ(1, b)), (QQ(1, c), QQ(1, c)), (QQ(d), QQ(d))] 222 [(-QQ(2), -QQ(2)), (-QQ(23, 14), -QQ(18, 11)), (QQ(2), QQ(2)), (QQ(39, 16), QQ(22, 9))] 288 [(-QQ(2), -QQ(3, 2)), (-QQ(3, 2), -QQ(1, 1)), (QQ(1), QQ(3, 2)), 442 a, b = (-QQ(1), -QQ(1)), (QQ(1), QQ(1)) 443 c, d = ( QQ(0), QQ(0)), (QQ(1), QQ(1)) [all …]
|
H A D | test_distributedmodules.py | 40 assert sdm_LC([((1, 2, 3), QQ(5))], QQ) == QQ(5) 44 dic = {(1, 2, 1, 1): QQ(1), (1, 1, 2, 1): QQ(1), (1, 0, 2, 1): QQ(1), 48 ((1, 0, 2, 1), QQ(1)), ((1, 0, 0, 3), QQ(1)), ((1, 1, 1, 0), QQ(1))] 54 assert sdm_add([((1, 1, 1), QQ(1))], [((2, 0, 0), QQ(1))], lex, QQ) == \ 56 assert sdm_add([((1, 1, 1), QQ(1))], [((1, 1, 1), QQ(-1))], lex, QQ) == [] 57 assert sdm_add([((1, 0, 0), QQ(1))], [((1, 0, 0), QQ(2))], lex, QQ) == \ 59 assert sdm_add([((1, 0, 1), QQ(1))], [((1, 1, 0), QQ(1))], lex, QQ) == \ 64 dic = {(1, 2, 3): QQ(1), (4, 0, 0): QQ(1), (4, 0, 1): QQ(1)} 69 dic = {(1, 2, 3): QQ(1), (4, 0, 0): QQ(2), (4, 0, 1): QQ(3)} 76 assert sdm_mul_term([((1, 0, 0), QQ(1))], ((1, 0), QQ(1)), lex, QQ) == \ [all …]
|
H A D | test_polyclasses.py | 36 DMP([[QQ(1), QQ(2)], [QQ(3)]], QQ) 37 assert DMP([[QQ(1), QQ(2)], [QQ(3)]], QQ) == \ 194 u = DMP([[QQ(45), QQ(30), QQ(5)]], QQ) 195 v = DMP([[QQ(1), QQ(2, 3), QQ(1, 9)]], QQ) 225 g = DMP([QQ(1), QQ(0), QQ(-16)], QQ) 336 f = DMF(([[QQ(1)], [QQ(2)]], [[-QQ(3)], [QQ(4)]]), QQ) 436 a = ANP([QQ(1), QQ(1)], [QQ(1), QQ(0), QQ(1)], QQ) 437 b = ANP([QQ(1), QQ(1)], [QQ(1), QQ(0), QQ(2)], QQ) 445 b = ANP([QQ(1), QQ(2)], [QQ(1), QQ(0), QQ(1)], QQ) 467 mod = [QQ(1), QQ(0), QQ(0), QQ(-2)] [all …]
|
H A D | test_factortools.py | 493 return ANP(element, [QQ(1), QQ(0), QQ(1)], QQ) 513 (anp([QQ(1, 1)]), [(anp([QQ(1)])*x**2 + anp([QQ(-1), QQ(0)]), 1), 519 (anp([QQ(4, 1)]), [(anp([QQ(1, 1)])*x + anp([-QQ(3, 2), QQ(0, 1)]), 1), 525 (anp([QQ(4, 1)]), [(anp([QQ(1, 1)])*x + anp([-QQ(4, 1), QQ(1, 1)]), 1), 532 return ANP(element, [QQ(1), QQ(0), QQ(-2)], QQ) 537 (anp([QQ(1)]), [(anp([QQ(1)])*x**2 + anp([QQ(-1), QQ(0)])*x + anp([QQ(1)]), 1), 540 f = anp([QQ(1, 1)])*x**2 + anp([QQ(2), QQ(0)])*x + anp([QQ(2, 1)]) 560 return ANP(x, [QQ(1), QQ(0), QQ(-2)], QQ) 575 (anp([QQ(1)]), [(anp([QQ(1)])*x + anp([QQ(-1), QQ(0)])*y, 1), 581 (anp([QQ(2)]), [(anp([QQ(1)])*x + anp([QQ(-1), QQ(0)])*y, 1), [all …]
|
H A D | test_ring_series.py | 463 r1 = -x**QQ(14,15) + x**QQ(4,5) - 3*x**QQ(11,15) + x**QQ(2,3) + \ 464 2*x**QQ(7,15) - x**QQ(2,5) - x**QQ(1,5) + x**QQ(2,15) - x**QQ(-2,15) \ 483 assert r == -x**QQ(9,5) - x**QQ(26,15) - x**QQ(22,15) - x**QQ(6,5)/3 + \ 492 x**QQ(6,5)/6 + x + x**QQ(2,3) + x**QQ(2,5) 496 2*x**QQ(2,3)/3 + 2*x**QQ(7,15) - 4*x**QQ(2,5)/3 - x**QQ(1,5) + \ 497 x**QQ(2,15) - x**QQ(-2,15) + x**QQ(-2,5) 503 x**QQ(6,5)/6 + x + x**QQ(2,3) + x**QQ(2,5) 511 x**QQ(6,5)/6 + x + x**QQ(2,3) + x**QQ(2,5) 514 assert r == x**QQ(28,15)/6 + x**QQ(5,3) + x**QQ(8,5)/24 + x**QQ(7,5) + \ 518 assert r == -x**QQ(9,5) - x**QQ(26,15) - x**QQ(22,15) - x**QQ(6,5)/3 + \ [all …]
|
/dports/math/py-sympy/sympy-1.9/sympy/polys/matrices/tests/ |
H A D | test_dense.py | 83 A = [[QQ(1), QQ(2), QQ(1)], [QQ(3), QQ(4), QQ(1)]] 84 Ar = [[QQ(1), QQ(0), QQ(-1)], [QQ(0), QQ(1), QQ(1)]] 90 A = [[QQ(3), QQ(4), QQ(1)], [QQ(1), QQ(2), QQ(1)]] 104 A = [[QQ(1), QQ(0), QQ(1)], [QQ(3), QQ(0), QQ(1)]] 188 A = [[QQ(1), QQ(2), QQ(3)], [QQ(4), QQ(5), QQ(6)], [QQ(7), QQ(8), QQ(9)]] 189 Alu = [[QQ(1), QQ(2), QQ(3)], [QQ(4), QQ(-3), QQ(-6)], [QQ(7), QQ(2), QQ(0)]] 194 A = [[QQ(0), QQ(1), QQ(2)], [QQ(0), QQ(1), QQ(3)], [QQ(1), QQ(1), QQ(2)]] 195 Alu = [[QQ(1), QQ(1), QQ(2)], [QQ(0), QQ(1), QQ(3)], [QQ(0), QQ(1), QQ(-1)]] 251 L = [[QQ(1), QQ(0), QQ(0)], [QQ(0), QQ(1), QQ(0)], [QQ(0), QQ(0), QQ(1)]] 253 Lexp = [[QQ(1), QQ(0), QQ(0)], [QQ(3), QQ(1), QQ(0)], [QQ(5), QQ(2), QQ(1)]] [all …]
|
H A D | test_domainmatrix.py | 124 ddm = DDM([[QQ(1, 2), QQ(3, 4)], [QQ(0, 1), QQ(0, 1)]], (2, 2), QQ) 142 B1 = DomainMatrix([[QQ(1), QQ(2)], [QQ(3), QQ(4)]], (2, 2), QQ) 143 B2 = DomainMatrix([[QQ(1), QQ(3)], [QQ(3), QQ(4)]], (2, 2), QQ) 191 Aq = DomainMatrix([[QQ(1), QQ(2)], [QQ(3), QQ(4)]], (2, 2), QQ) 534 A = DomainMatrix([[QQ(1), QQ(2), QQ(3)], [QQ(4), QQ(5), QQ(6)]], (2, 3), QQ) 536 U = DomainMatrix([[QQ(1), QQ(2), QQ(3)], [QQ(0), QQ(-3), QQ(-6)]], (2, 3), QQ) 540 A = DomainMatrix([[QQ(1), QQ(2)], [QQ(3), QQ(4)], [QQ(5), QQ(6)]], (3, 2), QQ) 544 [QQ(5), QQ(2), QQ(1)]], (3, 3), QQ) 545 U = DomainMatrix([[QQ(1), QQ(2)], [QQ(0), QQ(-2)], [QQ(0), QQ(0)]], (3, 2), QQ) 585 A = DomainMatrix([[QQ(1), QQ(2)], [QQ(3), QQ(4)], [QQ(5), QQ(6)]], (3, 2), QQ) [all …]
|
H A D | test_ddm.py | 260 A = DDM([[QQ(0), QQ(1)], [QQ(1), QQ(1)]], (2, 2), QQ) 261 Ar = DDM([[QQ(1), QQ(0)], [QQ(0), QQ(1)]], (2, 2), QQ) 265 A = DDM([[QQ(1), QQ(2), QQ(1)], [QQ(3), QQ(4), QQ(1)]], (2, 3), QQ) 266 Ar = DDM([[QQ(1), QQ(0), QQ(-1)], [QQ(0), QQ(1), QQ(1)]], (2, 3), QQ) 270 A = DDM([[QQ(3), QQ(4), QQ(1)], [QQ(1), QQ(2), QQ(1)]], (2, 3), QQ) 271 Ar = DDM([[QQ(1), QQ(0), QQ(-1)], [QQ(0), QQ(1), QQ(1)]], (2, 3), QQ) 275 A = DDM([[QQ(1), QQ(0)], [QQ(1), QQ(3)], [QQ(0), QQ(1)]], (3, 2), QQ) 276 Ar = DDM([[QQ(1), QQ(0)], [QQ(0), QQ(1)], [QQ(0), QQ(0)]], (3, 2), QQ) 280 A = DDM([[QQ(1), QQ(0), QQ(1)], [QQ(3), QQ(0), QQ(1)]], (2, 3), QQ) 281 Ar = DDM([[QQ(1), QQ(0), QQ(0)], [QQ(0), QQ(0), QQ(1)]], (2, 3), QQ) [all …]
|
H A D | test_sdm.py | 303 B = SDM({0:{1:QQ(1)}, 1:{0:QQ(2), 1:QQ(3)}}, (2, 2), QQ) 340 A = SDM({0:{0:QQ(1), 1:QQ(2)}, 1:{0:QQ(3), 1:QQ(4)}}, (2, 2), QQ) 341 B = SDM({0:{0:QQ(-2), 1:QQ(1)}, 1:{0:QQ(3, 2), 1:QQ(-1, 2)}}, (2, 2), QQ) 346 A = SDM({0:{0:QQ(1), 1:QQ(2)}, 1:{0:QQ(3), 1:QQ(4)}}, (2, 2), QQ) 351 A = SDM({0:{0:QQ(1), 1:QQ(2)}, 1:{0:QQ(3), 1:QQ(4)}}, (2, 2), QQ) 361 A = SDM({0:{0:QQ(1), 1:QQ(2)}, 1:{0:QQ(3), 1:QQ(4)}}, (2, 2), QQ) 381 A = SDM({0:{0:QQ(1), 1:QQ(2)}, 1:{0:QQ(3), 1:QQ(4)}}, (2, 2), QQ) 392 2:{0:QQ(7), 1:QQ(8), 2:QQ(9)} }, (3, 3), QQ) 393 Arref = SDM({0:{0:QQ(1), 2:QQ(-1)}, 1:{1:QQ(1), 2:QQ(2)}}, (3, 3), QQ) 397 1:{0:QQ(1), 1:QQ(1), 2:QQ(9)}}, (2, 4), QQ) [all …]
|
H A D | test_domainscalar.py | 51 B = DomainScalar(QQ(2), QQ) 58 B = DomainScalar(QQ(2), QQ) 65 B = DomainScalar(QQ(2), QQ) 72 B = DomainScalar(QQ(2), QQ) 83 B = DomainScalar(QQ(2), QQ) 93 B = DomainScalar(QQ(2), QQ) 103 B = DomainScalar(QQ(2), QQ) 104 assert divmod(A, B) == (DomainScalar(QQ(5, 2), QQ), DomainScalar(QQ(0), QQ)) 120 A = DomainScalar(QQ(2), QQ) 121 B = DomainScalar(QQ(2), QQ) [all …]
|
/dports/math/py-Diofant/Diofant-0.13.0/diofant/tests/polys/ |
H A D | test_rootisolation.py | 336 [(QQ(-1, 2), QQ(-3, 7)), (QQ(3, 7), QQ(1, 2))] 338 [(QQ(-9, 19), QQ(-8, 17)), (QQ(8, 17), QQ(9, 19))] 340 [(QQ(-33, 70), QQ(-8, 17)), (QQ(8, 17), QQ(33, 70))] 342 [(QQ(-33, 70), QQ(-107, 227)), (QQ(107, 227), QQ(33, 70))] 409 [(-2, -QQ(3, 2)), (-QQ(3, 2), -QQ(1, 1)), (1, QQ(3, 2)), 470 [(QQ(41, 29), QQ(58, 41)), (QQ(71, 41), QQ(97, 56)), 1094 [((QQ(15, 16), -QQ(3, 2)), (QQ(33, 32), -QQ(45, 32))), 1095 ((QQ(15, 16), QQ(45, 32)), (QQ(33, 32), QQ(3, 2)))] 1107 ((QQ(-25, 56), QQ(15, 28)), (QQ(-5, 14), QQ(5, 8))), 1109 ((QQ(95, 56), QQ(10, 7)), (QQ(25, 14), QQ(85, 56)))] [all …]
|
/dports/math/py-sympy/sympy-1.9/sympy/matrices/tests/ |
H A D | test_densesolve.py | 8 from sympy import QQ 13 …QQ(2), QQ(-1), QQ(-2)], [QQ(-4), QQ(6), QQ(3)], [QQ(-4), QQ(-2), QQ(8)]], [[x], [y], [z]], [[QQ(-1… 18 …QQ(25), QQ(15), QQ(-5)], [QQ(15), QQ(18), QQ(0)], [QQ(-5), QQ(0), QQ(11)]], [[x], [y], [z]], [[QQ(… 24 …QQ(25), QQ(15), QQ(-5)], [QQ(15), QQ(18), QQ(0)], [QQ(-5), QQ(0), QQ(11)]], [[x], [y], [z]], [[QQ(…
|
/dports/net/kf5-kcontacts/kcontacts-5.89.0/src/improtocols/ |
H A D | qq.desktop | 42 Name=QQ 44 Name[az]=QQ 45 Name[ca]=QQ 47 Name[cs]=QQ 48 Name[da]=QQ 49 Name[de]=QQ 50 Name[el]=QQ 52 Name[es]=QQ 53 Name[et]=QQ 54 Name[eu]=QQ [all …]
|
/dports/math/py-Diofant/Diofant-0.13.0/diofant/tests/domains/ |
H A D | test_domains.py | 77 assert unify(QQ, QQ) == QQ 578 assert QQ.div(QQ(2, 3), QQ(4, 7)) == (QQ(7, 6), 0) 579 assert QQ.lcm(QQ(2, 3), QQ(4, 9)) == QQ(4, 3) 801 mod = [QQ(1), QQ(0), QQ(1)] 845 a = A([QQ(2), -QQ(1), QQ(1)]) 860 a = A([QQ(1), QQ(-1), QQ(2)]) 863 c = A([QQ(-1), QQ(1), QQ(-2)]) 868 c = A([QQ(3), QQ(0), QQ(2)]) 877 c = A([QQ(-1), QQ(-2), QQ(2)]) 881 c = A([QQ(1), QQ(2), QQ(-2)]) [all …]
|
/dports/net-im/kopete/kopete-21.12.3/protocols/qq/ |
H A D | kopete_qq.desktop | 17 Name=QQ 18 Name[ar]=QQ 19 Name[bg]=QQ 20 Name[bs]=QQ 21 Name[ca]=QQ 23 Name[cs]=QQ 24 Name[da]=QQ 25 Name[de]=QQ 26 Name[el]=QQ 28 Name[eo]=QQ [all …]
|
/dports/math/py-sympy/sympy-1.9/sympy/polys/domains/tests/ |
H A D | test_domains.py | 41 assert unify(F3, QQ) == QQ 51 assert unify(ZZ, QQ) == QQ 59 assert unify(QQ, F3) == QQ 60 assert unify(QQ, ZZ) == QQ 61 assert unify(QQ, QQ) == QQ 154 assert unify(QQ.poly_ring(x), QQ) == QQ.poly_ring(x) 159 assert unify(QQ, QQ.poly_ring(x)) == QQ.poly_ring(x) 174 assert unify(QQ.frac_field(x), QQ) == QQ.frac_field(x) 179 assert unify(QQ, QQ.frac_field(x)) == QQ.frac_field(x) 622 assert K2.convert_from(QQ(1, 2), QQ) == K2(QQ(1, 2)) [all …]
|
/dports/net-im/matterhorn/matterhorn-50200.13.0/_cabal_deps/modern-uri-0.3.2.0/tests/Text/ |
H A D | QQSpec.hs | 11 import qualified Text.URI.QQ as QQ 29 let schemeQQ = [QQ.scheme|https|] 34 [QQ.scheme|ftp|] -> shouldNotMatch 35 [QQ.scheme|https|] -> return () 51 let usernameQQ = [QQ.username|mark|] 57 [QQ.username|mark|] -> return () 79 [QQ.pathPiece|foo|] -> return () 84 let queryKeyQQ = [QQ.queryKey|foo|] 90 [QQ.queryKey|foo|] -> return () 101 [QQ.queryValue|bar|] -> return () [all …]
|
/dports/math/cocoalib/CoCoALib-0.99712/src/tests/ |
H A D | test-matrix3.C | 68 const ring QQ = RingQQ(); in invertible() local 81 matrix MM(MatByRows(QQ,4,4, M)); in invertible() 89 const ring QQ = RingQQ(); in NotInvertible_SolnExists() local 102 matrix MM(MatByRows(QQ,4,4, M)); in NotInvertible_SolnExists() 110 const ring QQ = RingQQ(); in NotInvertible_NoSolnExists() local 130 const ring QQ = RingQQ(); in MoreRowsThanCols_SolnExists() local 153 const ring QQ = RingQQ(); in MoreRowsThanCols_NoSolnExists() local 176 const ring QQ = RingQQ(); in MoreColsThanRows_SolnExists() local 195 const ring QQ = RingQQ(); in MoreColsThanRows_NoSolnExists() local 213 const ring QQ = RingQQ(); in MoreColsThanRows_SolnExists2() local [all …]
|
/dports/math/giacxcas/CoCoALib-0.99700/src/tests/ |
H A D | test-matrix3.C | 68 const ring QQ = RingQQ(); in invertible() local 81 matrix MM(MatByRows(QQ,4,4, M)); in invertible() 89 const ring QQ = RingQQ(); in NotInvertible_SolnExists() local 102 matrix MM(MatByRows(QQ,4,4, M)); in NotInvertible_SolnExists() 110 const ring QQ = RingQQ(); in NotInvertible_NoSolnExists() local 130 const ring QQ = RingQQ(); in MoreRowsThanCols_SolnExists() local 153 const ring QQ = RingQQ(); in MoreRowsThanCols_NoSolnExists() local 176 const ring QQ = RingQQ(); in MoreColsThanRows_SolnExists() local 195 const ring QQ = RingQQ(); in MoreColsThanRows_NoSolnExists() local 213 const ring QQ = RingQQ(); in MoreColsThanRows_SolnExists2() local [all …]
|
/dports/math/cocoalib/CoCoALib-0.99712/src/CoCoA-5/tests/ |
H A D | tut-CoCoLA2.out | 1 matrix(QQ, 12 matrix(QQ, 19 matrix(QQ, 26 matrix(QQ, 40 matrix(QQ, 65 matrix(QQ, 70 matrix(QQ, 75 matrix(QQ, 80 matrix(QQ, 85 matrix(QQ, [all …]
|
H A D | tut-CoCoLA1.out | 1 matrix(QQ, 4 matrix(QQ, 7 matrix(QQ, 10 matrix(QQ, 20 matrix(QQ, 27 matrix(QQ, 36 matrix(QQ, 43 matrix(QQ, 50 matrix(QQ, 58 matrix(QQ, [all …]
|
/dports/math/giacxcas/CoCoALib-0.99700/src/CoCoA-5/tests/ |
H A D | tut-CoCoLA2.out | 1 matrix(QQ, 12 matrix(QQ, 19 matrix(QQ, 26 matrix(QQ, 40 matrix(QQ, 65 matrix(QQ, 70 matrix(QQ, 75 matrix(QQ, 80 matrix(QQ, 85 matrix(QQ, [all …]
|