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oai:null:10339/373122026-09-02T11:48:35Zcom_10339_14934col_10339_38132

Bechard, Melissa Kate 2012-06-12T08:36:06Z 2012-06-12T08:36:06Z 2012 https://wakespace.lib.wfu.edu/handle/10339/37312 In this thesis we define an algorithm for rectifying one cell in a composition tableau. We then describe a generalization of this rectification process. The generalization is from one cell in the first column to any number of cells in the first column, provided they are bottom-justified. We show this rectification of a composition tableau commutes with the rectification of a reverse semi-standard Young tableau. Rectification of reverse semi-standard Young tableaux is used to define evacuation of reverse semi-standard Young tableaux. We define evacuation for composition tableaux using our rectification process for composition tableaux. en Wake Forest University Composition Tableaux Evacuation Quasisymmetric polynomials Rectification Schur polynomials Tableaux Rectification of Composition Tableaux Thesis Mason, Sarah K Kirkman, Ellen Allen, Edward E Mathematics open.access