Method Summary |
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is_isomorphic(self,
other)
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is_left_isomorphic(self,
other)
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is_right_isomorphic(self,
other)
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isomorphism(self,
other)
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left_isomorphism(self,
other)
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left_order(self)
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norm (self)
Return the norm of the ideal, which is the positive generator of the
image of the norm map in ZZ. |
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right_isomorphism(self,
other)
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right_order(self)
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Inherited from Lattice_QQ |
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gram_matrix (self)
Return the Gram matrix with respect to the norm on the basis. |
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reduced_basis (self)
Return a Minkowski-reduced basis for self. |
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reduced_gram_matrix (self)
Return the unique Minkowski-reduced Gram matrix. |
Inherited from Ideal |
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__init__ (self)
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__mul__ (self,
other)
Return the product (=composition) of ideals self and other. |
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__repr__ (self)
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composite (self,
other)
Return the product (=composition) of ideals self and other. |
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conjugate (self)
Return the conjugate ideal. |
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intersection (self,
other)
Return the intersection of ideals self and other. |