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Function theory of one complex variable Robert Everist Greene, Steven G. Krantz
Publisher: John Wiley & Sons

The aspirants holding a Bachelor's degree with Mathematics as honors or as any one of the subjects; Minimum marks in the graduation level exam are necessary to apply for this course. An Introduction to Complex Analysis in Several Variables | 978-0. Natanson; Functional Analysis by Lusternik and Sovolev; Functional Analysis with applications by A.H. Siddiqui; Functional Analysis by K.K. Christine Laurent-Thiebaut - Holomorphic Function Theory in . Shabat Date: 1992-10 Pages: 2 Format: DJVU Language: English ISBN10: . This function It has far reaching implications in the field of number theory, cryptography and many other fields as well. Downloads Function theory in several complex variables . It is based on methods and technics of complex analysis of several . Same is true for 2, 5, 7, The zeros of a function are the values of the input variable for which the function becomes 0. Tom Ward (14/1/2013), Congruences between Artin-twisted L-values: Let E be an elliptic curve defined over Q. Complex Analysis: An Introduction to the Theory of Analytic Functions of One Complex Variable 1966 | 317 | ISBN: 0070006563. Theory of Functions of a Real Variable by I. In particular, for elliptic curves over a number field one may use formulas of Mazur and Tate that rely on the p-adic sigma function, or one may use the method of Coleman and Gross, that uses Coleman integration theory to describe the local . A Course in Complex Analysis : From Basic Results . Now how can an obscure and complex mathematical problem affect cryptography and internet security? Jha; Functional Analysis by Vulikh; Complex Variable by Gupta & Gupta; Real Functions by C. It all starts with prime For example, the number '3′ cannot be expressed as a product of two numbers other than 1 and itself.