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This is the Past Exam Paper of Mathematical Tripos which includes Modular Representations of Finite Groups, Ideal Direct Summands, Defect Group, Brauer’s First Main Theorem, First Main Theorem, Brauer Correspondent, Green Correspondence, Mackey Decomposition etc. Key important points are: Local Fields, Normalised Discrete Valuation, Local Integral Domain, Maximal Ideal, Set of Representatives, Non-Zero Element, Version of Hensel’s Lemma, Non-Archimedean Field, Unique Extension, Ramification Degr
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