*This course is not currently conducted!*

*Erasmus code:*11.1

*ECTS credits:*unknown

*Language:*Polish

*Related to study programmes:*

# Analysis 1100-1ENANAL2

This course has not yet been described...

## Type of course

## Mode

## Learning outcomes

The aim of this lecture is:

- to educate students with mathematical intuition;

- to familiarize students with the basic mathematical methods used in science;

- to teach the use of mathematical formalisms.

After successful completion of the course, students:

- has the accounting expertise;

- determine the appropriate method of analysis of a mathematical problem.

## Assessment criteria

Set by the lecturer

## Bibliography

1. D. A. McQuarrie, Matematyka dla przyrodników i inżynierów, PWN (tom 2 i 3).

3. A. Birkholc, Analiza matematyczna. Funkcje wielu zmiennych, PWN.1986

2. G. M. Fichtenholtz, Rachunek różniczkowy i całkowy, PWN (tom 2 i 3).

4. W. Krysicki i L. Włodarski, Analiza matematyczna w zadaniach, PWN (część 2).

5. G. B. Arfken i H. J. Weber, Mathematical Methods for Physicists, Elsevier.

6. M. Reed, B. Simon, Methods of modern mathematical physics I,II, Ac. Press, NY 1972

## Additional information

Information on *level* of this course, *year of study* and semester when the course
unit is delivered, types and amount of *class hours* - can be found in course structure
diagrams of apropriate study programmes. This course is related to
the following study programmes:

- Nuclear Power Engineering and Nuclear Chemistry, full time 3 year programme leading to B. Sc. Degree

Additional information (*registration* calendar, class conductors,
*localization and schedules* of classes), might be available in the USOSweb system: