Envío gratis a partir de 69,99 euros.

«Comprobar estado del pedido»

Entre a formar parte de una comunidad de amantes de los libros del mundo entero y acceda a un sinfín de ventajas. Crear una cuenta gratis

Envío gratuito con Zásilkovna para compras superiores a 59.99 €

Mensajería SEUR 4.99 € Mensajería GLS 7.99 € Mensajería Correos 5.49 € Mensajería DHL 5.49 € Punto SEUR 3.99 €

Contacto

Cómo comprar

Ayuda

Mi cuenta

▸ Vacío :-(

Envío gratis a partir de 69,99 euros.

Real and Complex Analysis

Name: Real and Complex Analysis
Brand: Springer Verlag, Singapore
SKU: 19437444
Price: 121.69 EUR
Availability: InStock
Author: Rajnikant Sinha
ISBN: 9789811309373

Rajnikant Sinha

Idioma

Inglés

Libro Tapa dura

Código Libristo: 19437444

Editores Springer Verlag, Singapore, noviembre 2018

This book offers a clear presentation of major topics in real and complex analysis. Intended for und... Descripción completa

Código Libristo: 19437444

298 b

121.69 €

Almacenamiento externo Envío en 10-13 días

Política de devolución de 30 días

Clientes que también han comprado

Real and Complex Analysis Rajnikant Sinha

Tapa dura

77.49 €

Real Analysis Miklos Laczkovich

Tapa blanda

66.49 €

Essential Real Analysis Michael Field

Tapa blanda

38.89 €

Course in Calculus and Real Analysis Sudhir R. Ghorpade

Tapa dura

77.49 €

Real Mathematical Analysis Charles C. Pugh

Tapa dura

60.39 €

Real Numbers and Real Analysis Ethan D. Bloch

Tapa blanda

55.49 €

Real Analysis Miklós Laczkovich

Tapa blanda

34.59 €

Real and Functional Analysis Vladimir I. Bogachev

Tapa blanda

44.49 €

Measure, Integration & Real Analysis Sheldon Axler

Tapa dura

65.69 €

This book offers a clear presentation of major topics in real and complex analysis. Intended for undergraduate mathematics and engineering students, it covers the essential analysis that is needed for the study of functional analysis, developing the concepts rigorously with sufficient detail and with minimum prior knowledge of the fundamentals of advanced calculus required. Divided into seven chapters, it discusses the proof of the prime number theorem, Picard's little theorem, Riemann's zeta function, Euler's gamma function and Riemann hypothesis. It also addresses the applications of complex analysis to analytic number theory in a manner that does not require any prior exposure to number theory. Further, it includes extensive exercises and their solutions with each concept. The book examines several useful theorems in the realm of real and complex analysis, most of which are the work great mathematicians of the 19th and 20th centuries, such as Baire, Banach, Cauchy, Dirichlet, Fatou, Fourier, Fubini, Hadamard, Jordan, Lebesgue, Liouville, Minkowski, Morera, Picard, Poisson, Radon, Riemann, Riesz, Schwarz, Taylor, Weierstrass, and Young, to name just a few.