Notes about specialized book

If I had much money, I would buy following books about mathematics or physics.(To be honest, I don't know why I have written not in Japanse but in English.......)

Real & Complex Analysis

Functions of Several Variables (Undergraduate Texts in Mathematics)

Linear Representations of Finite Groups (Graduate Texts in Mathematics)

代数学とは何か

Lie Groups Beyond an Introduction (Progress in Mathematics)

Arithmetic of Quadratic Forms (Springer Monographs in Mathematics)

Basic Number Theory (Classics in Mathematics)

Local Fields (Graduate Texts in Mathematics)

Galois Cohomology (Springer Monographs in Mathematics)

代数的整数論

復刊 代数的整数論

素数と2次体の整数論 (数学のかんどころ 15)

復刊 積分論

Algebraic Topology: A First Course (Graduate Texts in Mathematics)

Primes of the Form x2+ny2: Fermat, Class Field Theory, and Complex Multiplication (Pure and Applied Mathematics: A Wiley Series of Texts, Monographs and Tracts)

絶対数学原論

数論〈2〉岩沢理論と保型形式

保型形式論: ─現代整数論講義─ (朝倉数学大系)

位相群上の積分とその応用 (ちくま学芸文庫)

わかりやすい 類体論と虚数乗法入門(上) (やさしい数学の発見シリーズ 3)

わかりやすい類体論と虚数乗法入門(下) (やさしい数学の発見シリーズ 4)

Introduction To Commutative Algebra, Student Economy Edition

Lectures in Abstract Algebra: III. Theory of Fields and Galois Theory (Graduate Texts in Mathematics)

Quadratic Residues and Non-Residues: Selected Topics (Lecture Notes in Mathematics)

コホモロジーのこころ (岩波オンデマンドブックス)

リーマンと数論 (リーマンの生きる数学)

フェルマーの最終定理・佐藤‐テイト予想解決への道 (類体論と非可換類体論 1)

力学の考え方 (物理の考え方 1)

熱・統計力学の考え方 (物理の考え方 3)

電磁気学の考え方 (物理の考え方 2)