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If you liked Decomposition Matrices for Groups of Lie Type in Non-Defining Characteristic by Olivier Dudas, Gunter Malle, and Daniele Semola, start with Lectures on Optimal Transport (2024), Linear algebraic groups and finite groups of lie type (2011), and Representation theory -- current trends and perspectives (2017). These recommendations are drawn from the same author, shared genres, and reader overlap on BookOrb.
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What should I read after Decomposition Matrices for Groups of Lie Type in Non-Defining Characteristic?
BookOrb recommends Lectures on Optimal Transport (2024), Linear algebraic groups and finite groups of lie type (2011), Representation theory -- current trends and perspectives (2017), Weak Laplacian Bounds and Minimal Boundaries in Non-Smooth Spaces with Ricci Curvature Lower Bounds (2025), and Algorithmic and Experimental Methods in Algebra, Geometry, and Number Theory (2018).
Are there books like Decomposition Matrices for Groups of Lie Type in Non-Defining Characteristic?
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Who wrote Decomposition Matrices for Groups of Lie Type in Non-Defining Characteristic?
Decomposition Matrices for Groups of Lie Type in Non-Defining Characteristic is by Olivier Dudas, Gunter Malle, and Daniele Semola.