Christian Krattenthaler - Veröffentlichungen allgemein

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The Symmetric Group - Representations, Combinatorial Algorithms, and...

link.springer.com

I have been very gratified by the response to the first edition, which has resulted in it being sold out. This put some pressure on me to come out with a...

Permutations with restricted patterns and Dyck paths : Christian...

archive.org

We exhibit a bijection between 132-avoiding permutations and Dyck paths. Using this bijection, it is shown that all the recently discovered results on...

theses.fr – Christian Krattenthaler

www.theses.fr

Christian Krattenthaler

Christian Krattenthaler - LinkFang.de

www.unserlexikon.de

von Christian Krattenthaler · Christian Krattenthaler im Mathematics Genealogy Project (englisch) ...

A Determinantal Formula for the Hilbert Series of One-sided Ladder...

link.springer.com

We give a formula that expresses the Hilbert series of one-sided ladder determinantal rings, up to a trivial factor, in form of a determinant. This allows the...

User:Christian Krattenthaler - OeisWiki

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www.mat.univie.ac.at/~kratt/. Retrieved from "https://oeis.org/wiki/User: Christian_Krattenthaler". Views. User page · Discussion · View source · History. Personal tools. Log in. Navigation. OEIS · Wiki Main Page · Community portal ...

Generating functions for plane partitions of a given shape |...

link.springer.com

For fixed integers α and β, planar arrays of integers of a given shape, in which the entries decrease at least by α along rows and at least by β along columns,...

Christian Krattenthaler - zxc.wikide.zxc.wiki › wiki › Christian_Krattenthaler

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· Christian Krattenthaler. from Wikipedia, the free encyclopedia. Christian Krattenthaler. Christian Friedrich Krattenthaler (born October 8, in ...

On the q-log-concavity of Gaussian binomial coefficients |...

link.springer.com

We give a combinatorial proof that[equation] is a polynomial in q with nonnegative coefficients for nonnegative integers a, b, k, l with a≥b and l≥k. In...