Strategy -- name for an optional argument
Description
A symbol used as the name of an optional argument, for some function(s).
Functions with optional argument named Strategy :
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annihilator(..., Strategy => ...), see annihilator -- the annihilator ideal
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associatedPrimes(..., Strategy => ...)
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mingens(..., Strategy => ...), see Complement
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trim(..., Strategy => ...), see Complement
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determinant(..., Strategy => ...) -- choose between Bareiss and Cofactor algorithms
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dual(MonomialIdeal, Strategy => ...)
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dual(MonomialIdeal,List, Strategy => ...), see dual(MonomialIdeal, Strategy => ...)
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dual(MonomialIdeal,RingElement, Strategy => ...), see dual(MonomialIdeal, Strategy => ...)
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exteriorPower(..., Strategy => ...) -- choose between Bareiss and Cofactor algorithms
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gb(..., Strategy => ...), see gb -- compute a Gröbner basis
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gcdLLL(..., Strategy => ...) (missing documentation)
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GF(..., Strategy => ...), see GF -- make a finite field
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groebnerBasis(..., Strategy => ...), see groebnerBasis -- Gröbner basis, as a matrix
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hermite(..., Strategy => ...) (missing documentation)
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idealizer(..., Strategy => ...), see idealizer -- compute Hom(I,I) as a quotient ring
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integralClosure(..., Strategy => ...) -- control the algorithm used
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intersectInP(..., Strategy => ...), see intersectInP(..., BasisElementLimit => ...) -- Option for intersectInP
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LLL(..., Strategy => ...) -- choose among different algorithms
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localize(..., Strategy => ...)
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minors(..., Strategy => ...) -- choose between Bareiss and Cofactor algorithms
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minprimes(..., Strategy => ...) (missing documentation)
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newIsPrime(..., Strategy => ...) (missing documentation)
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primaryComponent(..., Strategy => ...)
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primaryDecomposition(..., Strategy => ...)
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quotient(..., Strategy => ...) -- Possible strategies are: Iterate, Linear, and Quotient
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radical(..., Strategy => ...), see radical -- the radical of an ideal
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analyticSpread(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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distinguished(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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isLinearType(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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isReduction(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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minimalReduction(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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multiplicity(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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normalCone(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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reesAlgebra(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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specialFiber(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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specialFiberIdeal(..., Strategy => ...), see reesIdeal(..., Strategy => ...) -- Choose a strategy for the saturation step
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resolution(..., Strategy => ...)
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saturate(..., Strategy => ...)
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syz(..., Strategy => ...), see syz(Matrix) -- compute the syzygy matrix
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tangentCone(..., Strategy => ...), see tangentCone(Ideal)