On factorization of maps through τX
A. Błaszczyk, J. Mioduszewski (1971)
Colloquium Mathematicae
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Displaying similar documents to “Factorization theorems for strong maps between matroids of arbitrary cardinality”
On factorization of maps through τX
Equivalent Conditions for Unique Factorization
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We provide new assertions on factorization of tent spaces.
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We study the basic algebraic properties of a 3-variable Tutte polynomial the author has associated with a morphism of matroids, more precisely with a matroid strong map, or matroid perspective in the present paper, or, equivalently by the Factorization Theorem, with a matroid together with a distinguished subset of elements. Most algebraic properties of the usual 2-variable Tutte polynomial of a matroid generalize to the 3-variable polynomial. Among specific properties we show that the...
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