Equations Of Mathematical Physics | V. S. Vladimirov

This book examines classical boundary value problems for differentia equations of mathematical physics. Instead of the traditional means of presentation, we use the concept of the generalized solution. Generalized solutions arise in solving integral equations of the local balance type and the calculation of these solutions leads to generalized formulations of the problems of mathematical physics.

Many sections contain problems for exercises. A number of problems are given in the form of theorems which are an important addition to the basic material. For further exercises we recommend the books of B. M. Budak et al. (1) and M. M. Smirnov (1).
This book is a fuller version of the lectures which I have given over the years to the students of the Moscow Physical and Technical Institute. It is intended for students, physicists, and mathematicians who have already mastered the basis of mathematical analysis during the first two courses at university.