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Linear Algebra and Calculus - Anton Cedilnik

Member rate £492.50
Non-Member rate £985.00

Save £45 Loyalty discount applied automatically*
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Course Dates and Times

Anton CEDILNIK

anton.cedilnik@gmail.com

University of Ljubljana

The contents of this refresher course are supposed to facilitate the participation in mathematically coloured main courses. However, since it is not possible to know in advance, which main courses will be selected by the future participants of this refresher course, the suggested program is merely an initial proposal and is subject to changes and amendments. It is therefore recommended that in the middle of July 2014, the candidates communicate by e-mail with the instructor whether they fully agree with the contents or they would wish to substitute some chapter(s) with new one(s) (such as: formal logic, set theory, implicit functions, functions of several variables and partial derivation, linear and nonlinear regression, etc.) The course is designed mainly to refresh some basic facts in linear algebra and real analysis. The first part of the course consists of topics in linear algebra:  matrix calculations,  systems of linear equations,  basic facts of eigenvalues and eigenvectors,  Euclidean space. The second part is devoted to the notion and properties of real functions:  basic definitions,  sequences and series,  descriptions of elementary functions,  Properties of functions. The rest of the course is the calculus:  differentiation and derivative,  applications of the derivative,  indefinite integral,  definite integral. Short Bio Born in 1949 in Ljubljana. Attended the University of Ljubljana, graduated in mathematics in 1972. PhD in 1982. Employment: Biotechnical faculty in Ljubljana, starting in 1972 as teaching assistant, retired in 2008 as associate professor. Research work: Institute of mathematics, physics and mechanics in Ljubljana. Teaching courses: mostly undergraduate mathematics for technicians. Author of four books and 25 scientific papers. Speciality: mathematics / algebra and functional analysis / non-associative algebras.

Instructor Bio