Home / Science / Mathematics / Yellow Sale / From Ordinary to Partial Differential Equations

From Ordinary to Partial Differential Equations

AUTHOR
Price
€42.40
€84.80 -50%
Available
Delivery 1-3 days

Add to wishlist

Free shipping

This book is addressed to mathematics and physics students who want to develop an interdisciplinary view of mathematics, from the age of Riemann, Poincaré and Darboux to basic tools of modern mathematics. It enables them to acquire the sensibility necessary for the formulation and solution of difficult problems, with an emphasis on concepts, rigour and creativity. It consists of eight self-contained parts: ordinary differential equations; linear elliptic equations; calculus of variations; linear and non-linear hyperbolic equations; parabolic equations; Fuchsian functions and non-linear equations; the functional equations of number theory; pseudo-differential operators and pseudo-differential equations. The author leads readers through the original papers and introduces new concepts, with a selection of topics and examples that are of high pedagogical value.

Author: Esposito Giampiero
Publisher: SPRINGER
Pages: 432
ISBN: 9783319575438
Cover: Paperback
Edition Number: 1
Release Year: 2017

1 Ordinary differential equations.- 2 Linear elliptic equations.- 3  Calculus of variations.- 4 Linear and non-linear hyperbolic equations.- 5 Parabolic equations.- 6 Fuchsian functions.- 7 The Riemann –function.- 8 A window on modern theory.- 9 References.

Prof. Giampiero Esposito (1962) obtained an honours (cum laude) degree in Physics from Naples University in 1986, and was a St. John's Benefactor's Scholar at DAMTP in Cambridge (UK) from 1987 to 1991, where he received the J.T. Knight Prize Essay award in 1989 and obtained his Ph.D. degree. He was elected to INFN and ICTP post-doctoral positions at Naples and Trieste, respectively, and has been an INFN Research Fellow at Naples (position with tenure) since 1993, and INFN Primo Ricercatore since 2007. His original contributions are mainly devoted to quantum gravity and quantum field theory on manifolds with boundary (one-loop conformal anomalies, mixed and diff-invariant boundary conditions for Euclidean quantum gravity, heat-kernel asymptotics, Casimir effect and measurement of variations of zero-point energy), spontaneous symmetry breaking in the early universe, accelerated expansion of the universe, singularity avoidance in quantum cosmology, and scattering from singular potentials in quantum mechanics.

You may also like

Newsletter

Subscribe to the newsletter to be the first to receive our new releases and offers
Your account Your wishlist

This website uses cookies

We use cookies to personalise content and ads, to provide social media features and to analyse our traffic. We also share information about your use of our site with our social media, advertising and analytics partners.