1. Math
1.1. Algebra
1.1.1. Artin - Algebra
1.1.2. Ash - Abstract Algebra
1.1.3. Birkhoff & Mac Lane - Algebra
1.1.4. Dummit & Foote - Abstract Algebra
1.1.5. Lang - Algebra
1.2. Analysis
1.2.1. Folland - Real Analysis, Modern Technices and their Applications
1.2.2. Kolmogorov & Fomin - Introductory Real Analysis
1.2.3. Lang - Real Analysis
1.2.4. Rudin - Principles of Mathematical Analysis
1.3. Geometry
1.3.1. ???
1.4. Logic
1.4.1. Barwise & Entchemendy - Language Proof and Logic
1.4.2. Tourlakis - Lectures in Logic & Set Theory V.I
1.4.3. Barwise - Handbook of Mathematical Logic
1.5. Set Theory
1.5.1. Halmos - Naive Set Theory
1.5.2. Hausdorff - Set Theory
1.5.3. Skolem - Abstract Set Theory
1.5.4. Tourlakis - Lectures in Logic & Set Theory V.II
1.6. Topology
1.6.1. Munkres - Topology, A First Course
1.6.2. Steen & Seebach - Counterexamples In Topology