/sci/ - Science & Math

What does /sci/ think of this book collection? I tried to keep it one-book-per-subject, covering essential stuff from the first years in uni with a rigorous, proof-heavy approach

>Logic: The Laws of Truth
>Enderton's Set Theory
>Herstein's Topics in Algebra
>Landau's Foundations of Analysis
>Spivak's Calculus
>baby rudin
>Hardy, Littlewood & Polya - Inequalities
>Meresev's Fundamental Concepts in Algebra
>Apostol's Analytical Number Theory
>Munkres' Topology
>Hoffman & Kunze - Linear Algebra
>Edwin Moise's Geometry

I'd also like some books that'd fit this list on probabilities (kolmogorov books maybe?), complex analysis, calculus on manifolds and number theory (I know about Hardy's but I don't really like it)

also math books discussion general I guess

What does /sci/ think of this book collection? I tried to keep it one-book-per-subject, covering essential stuff from the first years in uni with a rigorous, proof-heavy approach

>Logic: The Laws of Truth
>Enderton's Set Theory
>Herstein's Topics in Algebra
>Landau's Foundations of Analysis
>Spivak's Calculus
>baby rudin
>Hardy, Littlewood & Polya - Inequalities
>Meresev's Fundamental Concepts in Algebra
>Apostol's Analytical Number Theory
>Munkres' Topology
>Hoffman & Kunze - Linear Algebra
>Edwin Moise's Geometry

I'd also like some books that'd fit this list on probabilities (kolmogorov books maybe?), complex analysis, calculus on manifolds and number theory (I know about Hardy's but I don't really like it)

also math books discussion general I guess

What does /mg/ think of this book collection? I tried to keep it one-book-per-subject, covering essential stuff from the first years in uni with a rigorous, proof-heavy approach

>Logic: The Laws of Truth
>Enderton's Set Theory
>Herstein's Topics in Algebra
>Landau's Foundations of Analysis
>Spivak's Calculus
>baby rudin
>Hardy, Littlewood & Polya - Inequalities
>Meresev's Fundamental Concepts in Algebra
>Apostol's Analytical Number Theory
>Munkres' Topology
>Hoffman & Kunze - Linear Algebra
>Edwin Moise's Geometry

I'd also like some books that'd fit this list on probabilities (kolmogorov books maybe?), complex analysis, calculus on manifolds and number theory (I know about Hardy's but I don't really like it)

and math books discussion general I guess

what's a good book on the properties of real functions? no calculus, just stuff like parity, periodicity, injective/surjective definitions

Every analysis book I've looked for just defines the concept of a function and immediately skips to continuity.