Mathematics (2)

1. Differential GeometryMarsden, Ratiu, Abraham, Manifolds Tensor Analysis and Applications (Springer)(T)(2003).pdf93.7 MB
2. Fourier TheoryPoularikas. Transforms and applications handbook 2ed (CRC Press, 2000)(T)(1335s).pdf78.84 MB
3. AnalysisGoursat E., A Course in Mathematical Analysis.pdf42.21 MB
4. Differential GeometryBerger M. A., Panoramic view of Riemannian Geometry (Springer, 2002)(T)(872s).pdf36.79 MB
5. Nonlinear Dynamics and ChaosPeitgen, Juergens, Saupe. Chaos and fractals.djvu27.36 MB
6. Financial Mathematics and EconometricsReagel D., Salvatore D., Schaum's Statistics and Econometrics (2nd Ed.).pdf26.5 MB
7. Fourier TheoryCarslaw H. S., Introduction to the theory of Fourier's series and integrals (2nd Ed., MacMillan, 1981).pdf21.35 MB
8. Differential GeometryDodson C. T. J., Poston T., Tensor Geometry (2nd Ed., Springer, GTM 130, 1991)(KA)(ISBN 038752018X)(T).pdf19.56 MB
9. Differential GeometryMiranda R., Algebraic curves and Riemann surfaces (AMS, 1995)(T)(ISBN 0821802682)(399s).pdf17.45 MB
10. Differential GeometryDonaldson, Differential Geometry - Geometry of Four Manifolds (1992)(T).pdf17.1 MB
11. Mathematics Field Test PrepAlgebraBronson R., Schaum's Theory and Problems of Matrix Operations.pdf15.68 MB
12. Probability and StatisticsDynkin E. B., Theory Of Markov Processes (1961 Prentice Hall).pdf15.39 MB
13. Differential GeometryO'Neill B., Elementary Differential Geometry (Ap, 1966)(L)(T)(210S).pdf13.36 MB
14. Differential GeometryEisenhart L. P., An introduction to differential geometry with use of tensor calculus (Princeton).pdf10.66 MB
15. Differential GeometryIsham C., Modern Differential Geometry for Physicists(306s)(T).pdf10.33 MB
16. Differential GeometryMunkres J. R., Analysis On Manifolds (Addison-Wesley, 1991)(T)(380s).pdf10.06 MB
17. AlgebraBanach S., Theory Of Linear Operations (North-Holland Mathematical Library).pdf9.45 MB
18. Fourier TheorySpiegel M. R., Fourier Analysis (McGraw Hill, Schaum).pdf8.11 MB
19. Probability and StatisticsStrock D. W., An Introduction to Markov Processes (Springer).pdf7.72 MB
20. Mathematics Field Test PrepCalculusSpiegel M., Wrede R. C., Schaum's Advanced Calculus (2nd Ed., 2002).pdf7.24 MB
21. AlgebraGoldberg S., Unbounded Linear Operators - Theory And Applications.pdf6.12 MB
22. Mathematics Field Test PrepCalculusLipschutz S., Lipson M., Schaum's Discrete Mathematics (1997).pdf5.72 MB
23. Fourier TheoryOppenheim G., Wavelets and Their Applications.pdf5.68 MB
24. Financial Mathematics and EconometricsHamilton J., Time Series Analysis.djvu5.43 MB
25. Probability and StatisticsWhite D. J., Markov decision processes (Wiley 1993).pdf5.41 MB
26. Complex Variable AnalysisDeaux R., Introduction to the Geometry of Complex Numbers.pdf5.27 MB
27. Mathematics Field Test PrepCalculusAyres F. Jr., Mendelson E., Schaum's Calculus (5th Ed.).pdf4.92 MB
28. Probability and StatisticsGilks W. R., Richardson S., Spiegelhalter D. J., Markov Chain Monte Carlo in Practice.djvu4.42 MB
29. Mathematics Field Test PrepProbability and StatisticsHsu H. P., Schaum's Outlines of Probability, Random Variables & Random Processes.pdf4.42 MB
30. Financial Mathematics and EconometricsTsay R. S., Analysis Of Financial Time Series - Financial Econometric.pdf4.23 MB
31. Financial Mathematics and EconometricsLevy G., Computational Finance Using C & C# (Elsevier Finance).pdf4.09 MB
32. Probability and StatisticsNorris J. R., Markov Chains (1997 Cambridge).djvu3.85 MB
33. AlgebraDebnath L., Mikusinski P., Hilbert Spaces With Applications.pdf3.73 MB
34. Differential GeometryWarner, Foundations of differentiable manifolds and Lie groups (278s)(T).djvu3.57 MB
35. Fourier TheoryClaerbout, Fourier Transforms and Waves.pdf3.52 MB
36. Differential GeometrySpringer G., Introduction to Riemann surfaces (AW, 1957)(L)(T)(158s).djvu3.07 MB
37. Differential GeometrySachs R. K., Wu H., General relativity for mathematicians (Springer, 1977)(T)(301s).djvu2.63 MB
38. Differential GeometryWeintraub Differential Forms, A Complement To Vector Calculus (Ap, 1997)(400Dpi)(Isbn 0127425101).djv2.54 MB
39. CalculusPinchover Y., Rubinstein J., An Introduction to Partial Differential Equations (Cambridge Press).pdf2.14 MB
40. Differential GeometryLugo, Differential geometry in physics (lecture notes, 1998)(62s)(T).pdf1.85 MB
41. Financial Mathematics and EconometricsEtheridge A., A Course In Financial Calculus (Cambridge).pdf1.8 MB
42. Mathematics Field Test PrepCalculusBronson R., Schaum'S Differential Equations.pdf1.77 MB
43. Probability and StatisticsChing, W. K., Ng M. K., Markov Chains Models, Algorithms and Applications.pdf1.74 MB
44. Fourier TheoryClarke B. M. N., Fourier Theory.pdf326.41 KB