ᐅAnalysis - RANDOM
ANALYSIS - RANDOM
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1. 11 Simple Linear Regression Analysis VIEW
2. A Course in Mathematical Analysis
3. A Course of Higher Mathematics vol 1 - V. Smirnov
4. A Course of Higher Mathematics vol 2 - V. Smirnov
5. A Course of Modern Analysis 4th ed. - E. Whittaker, G. Watson
6. A Quick Introduction to Tensor Analysis - R. Sharipov
7. Acourse of pure mathematics - Hardyu
8. Algebraic Numbers and Fourier Analysis - Salem
9. An Introduction to Complex Analysis for Engineers - M. Adler
10. An Introduction To Functional Analysis - Vitali Milman
11. An Introduction to Numerical Analysis for Electrical and Computer
Engineers - Wiley
12. Analysis - Hyland
13. Analysis and Simulation of Chaotic Systems 2nd ed. - F. Hoppensteadt
14. Applied and Computational Complex Analysis Vol 1 - P. Henriciu
15. Applied and Computational Complex Analysis Vol 2 - P. Henriciu
16. Applied Nonlinear Analysis - A. Sequeira, H. da Vega, J. Videman
17. Automorphic Forms on GL(2) - H. Jacquet, R. Langlands
18. Automorphic Forms, Representations and L-Functions Part 1 -
A. Borel, W. Casselman
19. Automorphic Forms, Representations and L-Functions Part 2 -
A. Borel, W. Casselman
20. Basic Analysis - K. Kuttler
21. Basic Elements of Real Analysis - M. Protter
22. Basic Math Conecpts - E. Zakon
23. Complex Analysis - Ahlfors
24. Complex Analysis - cain
25. Complex Analysis - K. Houston
26. Complex Analysis 2nd ed. - L. Alhfordu
27. Computer Analysis of Number Sequences - H. Ibstedt
28. Convex Analysis and Non Linear Optimization Theory and
Examples - Borwein,Lewis
29. Differential Inequalities - J. Szarski
30. Elementary Numerical Analysis An Algorithmic Approach, 3rd Ed - de Boor
31. Finite Element Analysis Theory and Application with ANSYS - S. Moaveniu
32. Foundations of Algebra and Analysis - C. Dodgeu
33. Foundations of modern analysis - Friedmanu
34. Foundations of Real and Abstract Analysis - Axler , Gehring , Ribet
35. Fourier analysis on groups - Rudin, Walter
36. Fourier Theory - B. Clarke
37. Functional Analysis - K Yoshida
38. Functional Analysis - W. Rudinu
39. Functional Analysis and Semi-Groups - E. Hille, R. Phillips
40. Functional Equations in a Single Variable - M. Kuczma
41. Functional Operators, Vol.1 - Measures and Integrals - J. von Neumannu
42. Functions of One Complex Variable 2nd ed. - J. Conwayu
43. Fundamental Numerical Methods and Data Analysis - G. W. Collins
44. Harmonic Analysis And Partial Differential Equations -
B. Dahlberg, C. Kenig
45. Harmonic Analysis on Semisimple Lie Groups - V. Varadarajan
46. Harmonic Analysis, Real Variable Methods Orthogonality &
Oscillatory Integrals - Stein
47. Homeomorphisms in Analysis - C. Goffman, T. Nishiura, D. Waterman
48. Integral Equations - A Practical Treatment - D. Porter, D. Stirling
49. Integral Equations - H. Hochstadt
50. Introduction to Complex Analysis - R. Nevanlinna, V. Paaterou
51. Introduction to Complex Analysis Lecture notes - W. Chen
52. Introduction to Numerical Analysis 2 ed - J.Stoer,R.Bulirsch
53. Introduction To p-adic Numbers and p-adic Analysis - A. Baker
54. Introduction to the theory of Fourier's series and integrals 2ed-
Carslaw H.S.u
55. Introductory Real Analysis - A. Kolmogorov, S. Fomin
56. Manifolds, Tensor Analysis and Applications 3rd ed. - Marsden,
Ratiu and Abraham
57. Mathematical analysis - Apostol T.M.u
58. Mathematical Analysis - E. Zakon
59. Mathematical Methods of Engineering Analysis - E. Cinlar, R. Vanderbei
60. Mathematics of the Discrete Fourier Transform
61. Means of Hilbert Space Operators - F. Hiai, H. Kosaki
62. Measure And Integral an introduction to Real analysis - Wheeden
and Zygmundu
63. Mixed Motives - M. Levine
64. Monotone Operators in Banach Space and Nonlinear partial
differential equation - P. Showalter
65. Nonlinear System Theory - W. Rugh
66. Notions of Convexity - L. Hoermanderu
67. p-adic numbers, p-adic analysis, and zeta-functions 2nd ed. - N. Koblitzu
68. Partial Differantial Equations and Fourier Analysis an Introduction - K. Tungu
69. Principles and Applications of Tensor Analysis - M. Smith
70. Principles of Mathematical Analysis 3ed - Rudin Wu
71. Real And Complex Analysis International Student edn - W. Rudin
72. Real and complex analysis third edition - Rudinu
73. Real Mathematical Analysis- Charles Chapman
74. Summation of Series 2nd rev. ed. - L. B. W. Jolley
75. The Elements of Real Analysis - R. Bartleu
76. The Theory Of The Riemann Zeta-Function -Titshmarchu
77. Theory and Problems Of Fourier Analysis with Applications to
Boundary value problems - Spiegel
78. Theory of Functions of a Real Variable - S. Sternberg
79. Vector and Tensor Analysis with Applications - A. Borisenko and I.Tarapov
