Linear Representations of Finite GroupsJean-Pierre Serre, Leonhard L Scott
Linear Representations of Finite Groups
by Jean-Pierre Serre, Leonhard L Scott · first published 1977
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# Pure Mathematics / Geometry - Harshorne - Algebraic Geometry - Bott, Tu - Differential Forms in Algebraic Topology - Milnor, Stasheff - Characteristic Classes - Milnor - Morse Theory - Serre - Linear Representations of Finite Groups - Fulton - Intersection Theory
on “Ask HN: Which books do you consider real gems in your field of work/study?” ↗Map Projections: A Reference Manual - John P. Snyder Gravitation - Misner, Wheeler, Thorne Already mentioned: (it's a goody) Linear Representations of Finite Groups - Serre
on “Ask HN: Which books do you consider real gems in your field of work/study?” ↗…Foote) - Algebraic Topology (Allen Hatcher) - Introduction to Smooth Manifolds (John Lee) - Foundations of Differentiable Manifolds and Lie Groups - (Frank Warner) - Galois Theory (Harold Edwards) - Linear Representations of Finite Groups (Jean-Pierre Serre and Leonhard Scott) - A Classical Introduction to Modern Number Theory (Kenneth Ireland and Michael Rosen) - Introduction to Analytic Number Theory (Tom Apostol) - Modular Functions…
on “Mathematician's anger over his unread 500-page proof” ↗