1. advanced modern algbra -Rotman.pdf
2. ALGEBRAIC NUMBER THEORY - MILNE.pdf
3. geometric algebra for computer graphics.pdf
4. GTM.Probability -A.N.Shiryaev.pdf
5. GTM065.Differential Analysis on Complex Manifolds.pdf
6. GTM207.Algebraic.Graph.Theory,.Godsil,.Royle.pdf
7. GTM208.Analysis.for.Applied.Mathematics,.Ward.Cheney.2001.pdf
8. GTM211.Algebra -Serge Lang.pdf
9. GTM213.From.Holomorphic.Functions.to.Complex.Manifolds,.Fritzsche.pdf
10. GTM274.Brownian Motion, Martingales, and Stochastic Calculus.pdf
11. integral table.pdf
12. ordinary differential equations-Arnol'd.pdf
13. Oxford User's Guide to Mathematics-2004.pdf
14. Princeton to math.pdf
15. Real_Analysis_Fon-Che_Liu.pdf
16. Riemann Geometry.pdf
17. Advanced analysis of local fractional calculus.pdf
18. advances in fractional calculus 分数阶微积分.pdf
19. algebra.pdf
20. ALGEBRAIC NUMBER THEORY - MILNE.pdf
21. Combinatorics and graph theory 经典教材：组合数学与图论.pdf
22. complex analysis 复分析-stein.pdf
23. complex.pdf
24. conic.pdf
25. diff.pdf
26. digamma function.pdf
27. Elementary Differential Equations and Boundary Value Problems.10th.2012.pdf
28. Fractional Calculus- History, Definitions, and Applications for the Engineer.pdf
29. Fractional Calculus.pdf
30. Fractional Integrals And Derivatives Theory A.pdf
31. Game Theory for Networks[J].Cheng J, Hossain E, Zhang H, et al..pdf
32. gamma function.pdf
33. General Methods For Solving Ordinary Differential Equations 1.pdf
34. geometric algebra for computer graphics.pdf
35. geometry,topology and physics 几何拓扑与物理（Nakahara）.pdf
36. GTM
37. Handbook of Mathematics.pdf
38. Handbook of Special Functions (Yury A. Brychkov).pdf
39. Higher Transcendental Functions-Volume1.pdf
40. integral table.pdf
41. integral.pdf
42. Introduction Sets functions integrals - 2013.4.22.pdf
43. Introduction To The Theory Of Fourier Integrals-Titchmarsh.pdf
44. lecture notes for topology 拓扑学讲义-English.MIT.pdf
45. limit.pdf
46. Mathematical Analysis I , Zorich.pdf
47. Mathematical.Analysis.II,Zorich.V.A.(Springer.2004.p704).pdf
48. method of mathematical physics 数理方法--剑桥大学.1997.pdf
49. NIST Handbook of Mathematical Functions.pdf
50. ordinary differential equations-Arnol'd.pdf
51. Oxford User's Guide to Mathematics-(德)埃伯哈德·蔡德勒-牛津大学出版-2004.pdf
52. Princeton to math.pdf
53. prob.pdf
54. Real_Analysis_Fon-Che_Liu.pdf
55. Riemann Geometry 13.黎曼几何.2010.pdf
56. Sobolev Spaces- with Applications.Vladimir Maz'ya.pdf
57. Sobolev空间. Adams.pdf
58. Sobolev空间与偏微分方程引论-王术.pdf
59. summation of series 级数求和.1961.pdf
60. Table of Integrals,Series and Products Eighth Edition.pdf
61. The Princeton companion to math 普林斯顿数学手册-eng.pdf
62. trig.pdf
63. UTX- Functional Analysis, Sobolev Spaces and partial differential equatios.Brezis H..pdf
64. UTX-An introduction to manifolds 流形导论（英文第二版－Loring W. Tu）.pdf