| 1 | # HG changeset patch |
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| 2 | # User Burcin Erocal <burcin@erocal.org> |
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| 3 | # Date 1252575359 -7200 |
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| 4 | # Node ID 8fcb042dc8c3bb64f50c6c67b6cb03013335f028 |
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| 5 | # Parent d3403b113d5ac446fdee18cfbce94e87e8d5aeee |
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| 6 | Minor fixes to polybori update patches. #6177 |
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| 7 | - eliminate use of Python's eval in module_list.py |
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| 8 | - fix doctest in sage/crypto/mq/mpolynomialsystem.py |
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| 9 | - remove commented old code |
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| 10 | |
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| 11 | diff --git a/module_list.py b/module_list.py |
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| 12 | --- a/module_list.py |
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| 13 | +++ b/module_list.py |
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| 14 | @@ -80,11 +80,12 @@ |
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| 15 | ### PolyBoRi defines |
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| 16 | ######################################################### |
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| 17 | |
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| 18 | +import ast |
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| 19 | polybori_extra_compile_args = [] |
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| 20 | for line in open(SAGE_LOCAL + "/share/polybori/flags.conf"): |
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| 21 | if not line.startswith("CPPDEFINES"): |
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| 22 | continue |
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| 23 | - polybori_extra_compile_args = ["-D"+e for e in eval(line[len("CPPDEFINES = "):])] |
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| 24 | + polybori_extra_compile_args = ["-D"+e for e in ast.literal_eval(line[len("CPPDEFINES = "):])] |
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| 25 | break |
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| 26 | |
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| 27 | |
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| 28 | diff --git a/sage/all.py b/sage/all.py |
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| 29 | --- a/sage/all.py |
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| 30 | +++ b/sage/all.py |
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| 31 | @@ -240,9 +240,6 @@ |
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| 32 | import sage.matrix.matrix_mod2_dense |
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| 33 | sage.matrix.matrix_mod2_dense.free_m4ri() |
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| 34 | |
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| 35 | - #import sage.rings.polynomial.pbori |
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| 36 | - #sage.rings.polynomial.pbori.free_m4ri() |
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| 37 | - |
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| 38 | import sage.libs.flint.flint |
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| 39 | sage.libs.flint.flint.free_flint_stack() |
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| 40 | |
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| 41 | diff --git a/sage/crypto/mq/mpolynomialsystem.py b/sage/crypto/mq/mpolynomialsystem.py |
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| 42 | --- a/sage/crypto/mq/mpolynomialsystem.py |
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| 43 | +++ b/sage/crypto/mq/mpolynomialsystem.py |
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| 44 | @@ -1397,8 +1397,8 @@ |
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| 45 | from sage.rings.polynomial.pbori import GroebnerStrategy |
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| 46 | g = GroebnerStrategy() |
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| 47 | for p in self.gens(): |
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| 48 | - g.addAsYouWish(p) |
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| 49 | - g.optRedTail=True |
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| 50 | + g.add_as_you_wish(p) |
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| 51 | + g.reduction_strategy.opt_red_tail=True |
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| 52 | return g |
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| 53 | |
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| 54 | |
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| 55 | diff --git a/sage/rings/polynomial/pbori.pyx b/sage/rings/polynomial/pbori.pyx |
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| 56 | --- a/sage/rings/polynomial/pbori.pyx |
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| 57 | +++ b/sage/rings/polynomial/pbori.pyx |
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| 58 | @@ -1979,7 +1979,7 @@ |
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| 59 | .. note:: |
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| 60 | |
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| 61 | This function is part of the upstream PolyBoRi |
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| 62 | - interface. In Sage all hashs are stable. |
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| 63 | + interface. In Sage all hashes are stable. |
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| 64 | """ |
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| 65 | return self._pbmonom.stableHash() |
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| 66 | |
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| 67 | @@ -3615,31 +3615,6 @@ |
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| 68 | """ |
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| 69 | return self._pbpoly.lexLeadDeg() |
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| 70 | |
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| 71 | -# def lead_deg(self): |
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| 72 | -# """ |
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| 73 | -# Return the degree of the leading monomial with respect to the |
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| 74 | -# lexicographical orderings. |
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| 75 | - |
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| 76 | -# EXAMPLE:: |
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| 77 | - |
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| 78 | -# sage: B.<x,y,z> = BooleanPolynomialRing(3,order='lex') |
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| 79 | -# sage: f = x + y*z |
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| 80 | -# sage: f |
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| 81 | -# x + y*z |
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| 82 | -# sage: f.lead_deg() |
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| 83 | -# 1 |
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| 84 | - |
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| 85 | -# :: |
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| 86 | - |
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| 87 | -# sage: B.<x,y,z> = BooleanPolynomialRing(3,order='deglex') |
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| 88 | -# sage: f = x + y*z |
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| 89 | -# sage: f |
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| 90 | -# y*z + x |
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| 91 | -# sage: f.lead_deg() |
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| 92 | -# 2 |
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| 93 | -# """ |
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| 94 | -# return self._pbpoly.leadDeg() |
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| 95 | - |
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| 96 | def constant(self): |
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| 97 | r""" |
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| 98 | Return ``True`` if this element is constant. |
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| 99 | @@ -3661,38 +3636,6 @@ |
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| 100 | """ |
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| 101 | return self._pbpoly.isConstant() |
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| 102 | |
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| 103 | -# def isZero(self): |
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| 104 | -# r""" |
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| 105 | -# Return ``True`` if this element is zero. |
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| 106 | - |
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| 107 | -# EXAMPLE:: |
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| 108 | - |
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| 109 | -# sage: B.<x,y,z> = BooleanPolynomialRing(3) |
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| 110 | -# sage: x.isZero() |
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| 111 | -# False |
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| 112 | -# sage: B(0).isZero() |
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| 113 | -# True |
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| 114 | -# sage: B(1).isZero() |
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| 115 | -# False |
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| 116 | -# """ |
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| 117 | -# return self._pbpoly.isZero() |
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| 118 | - |
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| 119 | -# def isOne(self): |
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| 120 | -# r""" |
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| 121 | -# Return ``True`` if this element is one. |
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| 122 | - |
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| 123 | -# EXAMPLE:: |
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| 124 | - |
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| 125 | -# sage: B.<x,y,z> = BooleanPolynomialRing(3) |
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| 126 | -# sage: x.isOne() |
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| 127 | -# False |
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| 128 | -# sage: B(0).isOne() |
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| 129 | -# False |
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| 130 | -# sage: B(1).isOne() |
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| 131 | -# True |
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| 132 | -# """ |
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| 133 | -# return self._pbpoly.isOne() |
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| 134 | - |
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| 135 | def navigation(self): |
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| 136 | """ |
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| 137 | Navigators provide an interface to diagram nodes, accessing |
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| 138 | @@ -3853,19 +3796,6 @@ |
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| 139 | """ |
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| 140 | return self._pbpoly.nUsedVariables() |
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| 141 | |
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| 142 | -# def totalDegree(self): |
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| 143 | -# """ |
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| 144 | -# Return total degree of this boolean polynomial. |
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| 145 | - |
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| 146 | -# EXAMPLE:: |
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| 147 | - |
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| 148 | -# sage: B.<a,b,c,d> = BooleanPolynomialRing(4) |
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| 149 | -# sage: f = a*b*c + 1 |
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| 150 | -# sage: f.totalDegree() |
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| 151 | -# 3 |
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| 152 | -# """ |
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| 153 | -# return self._pbpoly.totalDeg() |
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| 154 | - |
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| 155 | def graded_part(self, int deg): |
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| 156 | r""" |
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| 157 | Return graded part of this boolean polynomial of degree |
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| 158 | @@ -4013,7 +3943,7 @@ |
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| 159 | .. note:: |
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| 160 | |
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| 161 | This function is part of the upstream PolyBoRi |
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| 162 | - interface. In Sage all hashs are stable. |
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| 163 | + interface. In Sage all hashes are stable. |
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| 164 | """ |
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| 165 | return self._pbpoly.stableHash() |
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| 166 | |
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| 167 | @@ -4384,25 +4314,25 @@ |
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| 168 | sage: F,s = sr.polynomial_system() |
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| 169 | sage: I = F.ideal() |
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| 170 | sage: I.interreduced_basis() |
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| 171 | - [k100 + k003 + 1, |
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| 172 | - k101 + k003, |
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| 173 | - k102, |
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| 174 | - k103 + k003, |
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| 175 | - x100 + 1, |
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| 176 | - x101 + 1, |
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| 177 | - x102 + 1, |
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| 178 | - x103 + k003, |
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| 179 | - w100 + k003, |
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| 180 | - w101, |
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| 181 | - w102 + k003 + 1, |
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| 182 | - w103 + k003 + 1, |
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| 183 | - s000 + 1, |
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| 184 | - s001 + 1, |
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| 185 | - s002 + 1, |
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| 186 | - s003 + k003 + 1, |
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| 187 | - k000 + k003 + 1, |
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| 188 | - k001, |
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| 189 | - k002 + k003] |
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| 190 | + [k100 + k003 + 1, |
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| 191 | + k101 + k003, |
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| 192 | + k102, |
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| 193 | + k103 + k003, |
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| 194 | + x100 + 1, |
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| 195 | + x101 + 1, |
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| 196 | + x102 + 1, |
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| 197 | + x103 + k003, |
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| 198 | + w100 + k003, |
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| 199 | + w101, |
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| 200 | + w102 + k003 + 1, |
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| 201 | + w103 + k003 + 1, |
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| 202 | + s000 + 1, |
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| 203 | + s001 + 1, |
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| 204 | + s002 + 1, |
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| 205 | + s003 + k003 + 1, |
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| 206 | + k000 + k003 + 1, |
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| 207 | + k001, |
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| 208 | + k002 + k003] |
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| 209 | """ |
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| 210 | R = self.ring() |
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| 211 | set_cring(R) |
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| 212 | @@ -4498,36 +4428,6 @@ |
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| 213 | PBPoly_construct_int(&p._pbpoly,juice) |
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| 214 | return p |
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| 215 | |
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| 216 | -# cdef class DD: |
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| 217 | -# def __call__(self): |
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| 218 | -# return self |
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| 219 | - |
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| 220 | -# def __dealloc__(self): |
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| 221 | -# PBDD_destruct(&self._pbdd) |
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| 222 | - |
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| 223 | -# def empty(self): |
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| 224 | -# return self._pbdd.emptiness() |
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| 225 | - |
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| 226 | -# def navigation(self): |
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| 227 | -# return new_CN_from_PBNavigator(self._pbdd.navigation()) |
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| 228 | - |
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| 229 | -# def subset0(self, idx): |
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| 230 | -# return new_DD_from_PBDD(self._pbdd.subset0(idx)) |
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| 231 | - |
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| 232 | -# def subset1(self, idx): |
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| 233 | -# return new_DD_from_PBDD(self._pbdd.subset1(idx)) |
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| 234 | - |
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| 235 | -# def union(self, rhs): |
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| 236 | -# return new_DD_from_PBDD(self._pbdd.unite((<DD>rhs)._pbdd)) |
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| 237 | - |
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| 238 | -# cdef inline DD new_DD_from_PBDD(PBDD juice): |
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| 239 | -# """ |
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| 240 | -# Construct a new DD |
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| 241 | -# """ |
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| 242 | -# cdef DD d |
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| 243 | -# d = <DD>PY_NEW(DD) |
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| 244 | -# d._pbdd = juice |
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| 245 | -# return d |
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| 246 | |
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| 247 | cdef class BooleSet: |
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| 248 | """ |
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| 249 | @@ -4952,7 +4852,7 @@ |
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| 250 | .. note:: |
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| 251 | |
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| 252 | This function is part of the upstream PolyBoRi |
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| 253 | - interface. In Sage all hashs are stable. |
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| 254 | + interface. In Sage all hashes are stable. |
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| 255 | """ |
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| 256 | return self._pbset.stableHash() |
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| 257 | |
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