Serge Lang

Böcker i ordning

Serge Langs böcker i ordning efter svensk utgivning enligt Libris (Kungliga biblioteket), äldst först — 61 verk. Titlar utan länk säljs inte hos någon av våra bokhandlare just nu.

1. 1958 – Introduction to algebraic geometry
2. 1959 – Abelian varieties
3. 1960 – Sur les structures boréliennes du spectre d'une C⁺ - algèbre
4. 1962 – Diophantine geometry
5. 1962 – Introduction to differentiable manifolds
6. 1964 – Algebraic numbers
7. 1964 – A second course in calculus
8. 1965 – A first course in calculus
9. 1965 – Algebra
10. 1965 – Algebraic functions
11. 1965 – Diophantine approximations
12. 1966 – Introduction to diophantine approximations
13. 1966 – Introduction to transcendental numbers
14. 1966 – Linear algebra
15. 1967 – Algebraic structures
16. 1968 – Analysis 1
17. 1969 – Analysis 2
18. 1969 – Real analysis
19. 1970 – Algebraic number theory
20. 1970 – Introduction to linear algebra
21. 1971 – Basic mathematics
22. 1972 – Differential manifolds
23. 1972 – Introduction to algebraic and abelian functions
24. 1973 – Calculus of several variables
25. 1973 – Elliptic functions
26. 1975 – SL2(R)
27. 1976 – Frobenius distribution in GL2-extensions
28. 1976 – Introduction to modular forms
29. 1977 – Complex analysis
30. 1978 – Cyclotomic fields
31. 1978 – Elliptic curves
32. 1980 – Cyclotomic fields II
33. 1981 – The file
34. 1983 – Complex multiplication
35. 1983 – Fundamentals of diophantine geometry
36. 1983 – Geometry
37. 1983 – Undergraduate analysis
38. 1985 – Math!
39. 1985 – Riemann-Roch algebra
40. 1985 – SL₂(R)
41. 1985 – The beauty of doing mathematics
42. 1986 – Den vita cirkusen
43. 1987 – Introduction to complex hyperbolic spaces
44. 1987 – Undergraduate algebra
45. 1988 – Introduction to Arakelov theory
46. 1990 – Cyclotomic fields I and II
47. 1990 – Topics in Nevanlinna theory
48. 1993 – Basic analysis of regularized series and products
49. 1993 – Real and functional analysis
50. 1995 – Differential and Riemannian manifolds
51. 1996 – Topics in the cohomology of groups
52. 1997 – Survey of diophantine geometry
53. 1998 – Challenges
54. 1999 – Fundamentals of differential geometry
55. 1999 – Math talks for undergraduates
56. 2000 – Collected papers
57. 2001 – Spherical inversion on SLn(R)
58. 2002 – Short calculus
59. 2005 – Posn(R) and Eisenstein Series
60. 2008 – The heat kernel and theta inversion on SL₂(C)
61. 2009 – Heat Eisenstein series on SLn(C)