Books

• Introduction to Algebraic Geometry (1958)
• Abelian Varieties (1959)
• Diophantine Geometry (1962)
• Introduction To Differentiable Manifolds (1962)
• A First Course in Calculus (1964), as Short Calculus (2001)
• Algebraic Numbers (1964)
• A Second Course in Calculus (1965)
• Algebra (1965) and many later editions
• Algebraic Structures (1966)
• Introduction to Diophantine Approximations (1966)
• Introduction to Transcendental Numbers (1966)
• Linear Algebra (1966)
• Rapport sur la Cohomologie des Groupes (1966) as Topics in Cohomology of Groups (1986)
• A Complete Course in Calculus (1968)
• Analysis I (1968)
• Analysis II (1969)
• Real Analysis (1969)
• Algebraic Number Theory (1970)
• Introduction To Linear Algebra (1970)
• Basic Mathematics (1971)
• Differential Manifolds (1972)
• Introduction to Algebraic and Abelian Functions (1972)
• Calculus of Several Variables (1973)
• Elliptic Functions (1973)
• SL2(R) (1975)
• Complex Analysis (1977)
• Cyclotomic Fields (1978)
• Elliptic Curves: Diophantine Analysis (1978)
• Modular Units (1981) with Dan Kubert
• The File: Case Study in Correction 1977–1979 (1981)
• Undergraduate Analysis (1983)
• Complex Multiplication (1983)
• Fundamentals Of Diophantine Geometry (1983)
• The Beauty of Doing Mathematics: Three Public Dialogues (1985)
• Math!: Encounters with High School Students (1985)
• Riemann-Roch Algebra (1985) with William Fulton
• Introduction to Modular Forms (1987)
• Introduction To Complex Hyperbolic Spaces (1987)
• Geometry (1988)
• Introduction to Arakelov Theory (1988)
• Cyclotomic Fields II (1989)
• Undergraduate Algebra (1990)
• Real and Functional Analysis (1993)
• Differential and Riemannian Manifolds (1995)
• Basic Analysis of Regularized Series and Products (1993) with Jay Jorgenson
• Challenges (1997)
• Survey On Diophantine Geometry (1997)
• Fundamentals of Differential Geometry (1999)
• Math Talks for Undergraduates (1999)
• Problems and Solutions for Complex Analysis (1999) with Rami Shakarchi
• Collected Papers I: 1952–1970 (2000)
• Collected Papers II: 1971–1977 (2000)
• Collected Papers III: 1978–1990 (2000)
• Collected Papers IV: 1990–1996 (2000)
• Spherical Inversion on SLn (2001) with Jay Jorgenson
• Posn(R) and Eisenstein Series (2005) with Jay Jorgenson
• The Heat Kernel and Theta Inversion on SL2(C) (2008) with Jay Jorgenson
• Heat Eisenstein series on SLn(C) (2009) with Jay Jorgenson
  

Serge Lang（色之狼）。。。他的文字工作都超过欧拉的了。这是从维基百科查到的最新的清单，几乎每年写一本，牛人。。。另外据说至少有一本书是跟人打赌在一周内写完的……他的书以习题原创著称……