Games at Dal 4: 1 Dalhousie University

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Date: 2012-02-27 19:00:20 Sprague–Grundy theorem Misère Mex Disjunctive sum Impartial game Zero game Indistinguishability quotient Quotient group Group Combinatorial game theory Mathematics Nim		Games at Dal 4: 1 Dalhousie University Add to Reading List Source URL: miseregames.org Download Document from Source Website File Size: 220,52 KB Share Document on Facebook

	Hand-in Assignment 1 Milan Lopuha¨a To be handed in October 11th , 2016 All vector spaces are over C and finite-dimensional. 1. Let V be a semisimple representation of a group G. (a) Show that every quotient representat DocID: 1uTKZ - View Document
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