RationalMaps : Table of Contents
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AssumeDominant -- If true, certain functions assume that the map from X to Y is dominant.
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baseLocusOfMap -- Computes base locus of a map from a projective variety to projective space
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HybridStrategy -- A strategy for inverseOfMap, isBirationalMap and isEmbedding.
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idealOfImageOfMap -- Finds defining equations for the image of a rational map between varieties or schemes
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inverseOfMap -- Computes the inverse map of a given birational map between projective varieties. Returns an error if the map is not birational onto its image.
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isBirationalMap -- Checks if a map between projective varieties is birational.
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isEmbedding -- Checks whether a map of projective varieties is a closed embedding.
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isRegularMap -- Checks whether a map to projective space is regular
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isSameMap -- Checks whether two maps to projective space are really the same
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jacobianDualMatrix -- Computes the Jacobian Dual Matrix, a matrix whose kernel describing the syzygies of the inverse map.
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mapOntoImage -- Given a map of rings, correspoing to X mapping to Y, this returns the map of rings corresponding to X mapping to f(X).
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MinorsCount -- An option controlling the behavior of isBirational and inverseOfMap (and other functions which call those).
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QuickRank -- An option for computing how rank is computed
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ReesStrategy -- A strategy for inverseOfMap, isBirationalMap, and is Embedding.
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SaturateOutput -- If false, certain functions will not saturate their output.
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SimisStrategy -- A strategy for inverseOfMap, isBirationalMap and isEmbedding.
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sourceInversionFactor -- Computes the the common factor among the the components of the composition of the inverse map and the original map.
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