Page 4 - 6099

УДК 517 (075.8)
Б 23

Reviewers:
Savka I. Ya. Candidate of Physical and Mathematical Sciences; Associate

Professor of Differential Equations and Applied Mathematics
Department of Vasyl Stephanyk Precarpathian National
University;

Shegda L. M. Candidate of Physical and Mathematical Sciences; Associate
Professor of Advanced Mathematics Department of
Ivano-Frankivs’k National Technical University of Oil and Gas

Recommended by the Methodical Council of Ivano-Frankivs’k national technical university of
oil and gas (protocol No from .04.2018.)

Bandura A. I., Ovchar I. Ye., Tymkiv I.R.
Б 23 Partial differential equations: lectures. – Ivano-Frankivs’k: IFNTUOG, 2018. – 134 p.

MB 02070855- -2018

These practices are written according to Advanced Sections of Mathematics syllabus. It
contains many examples with a detailed description of mathematical methods and its solutions
from the following section of Advanced Mathematics: partial differential equations. The proposed
practices contribute to the appearance of practical skills in students to solve problems from
mathematical physics problems, show an application of methods of partial differential equation
theory to construct mathematical models of various multidimensional processes in technics
and nature. For the models we use suitable physics laws. This book is illustrated by numerous
examples and solutions, as well as figures to it. They improve clarification of theoretical context.
The lecture notes are intended for English-speaking students of all engineering specialities
in higher technical schools.

УДК 517 (075.8)
MB 02070855- -2018 © Bandura A. I., Ovchar I. Ye.,
Tymkiv I. R.
© IFNTUOG, 2018