The Gamma Function. Topological Vector Spaces. Topological Vector Spaces: Chapters  . Topological Vector Spaces over a Valued Field. Convex Sets and Locally Convex Spaces. Spaces of Continuous Linear Mappings. Duality in Topological Vector Spaces. Hilbert Spaces Elementary Theory. Integration I: Chapters  . Convex Inequalities.
Measures on Locally Compact Spaces. Prolongement d'une mesure. Integration II: Chapters  . Convolution and Representation. Measures on Hausdorff Topological Spaces. Lie Groups and Lie Algebras. Lie Groups and Lie Algebras: Chapters  . Lie Groups and Lie Algebras: Chapters  . Coxeter Groups and Tits Systems.
Groups Generated by Reflections. Lie Groups and Lie Algebras: Chapters  . Cartan Subalgebras and Regular Elements. Split Semi-simple Lie Algebras. Compact Real Lie Groups. Commutative Algebra. Commutative Algebra: Chapters  . Graduations, Filtrations and Topologies.
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Elements of Mathematics: Algebra I Chapters by Nicolas Bourbaki
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Pre-Algebra Chapters 1 - 3
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