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Projects / Programmes source: ARIS

Operators and algebras

Research activity

Code Science Field Subfield
1.01.00  Natural sciences and mathematics  Mathematics   

Code Science Field
P140  Natural sciences and mathematics  Series, Fourier analysis, functional analysis 
P120  Natural sciences and mathematics  Number theory, field theory, algebraic geometry, algebra, group theory 
Keywords
operator, operator algebra, algebra, ring, Banach algebra, Lie algera, Jordan algebra, fnuction identities, preservers, derivation, automorphism
Evaluation (rules)
source: COBISS
Researchers (16)
no. Code Name and surname Research area Role Period No. of publicationsNo. of publications
1.  19551  PhD Dominik Benkovič  Mathematics  Researcher  2004 - 2007  213 
2.  08721  PhD Matej Brešar  Mathematics  Researcher  2004 - 2007  830 
3.  18750  PhD Gregor Dolinar  Mathematics  Researcher  2004 - 2007  216 
4.  19550  PhD Daniel Eremita  Mathematics  Researcher  2004 - 2007  137 
5.  23005  PhD Ajda Fošner  Mathematics  Researcher  2004 - 2007  383 
6.  06084  PhD Bojan Hvala  Mathematics  Researcher  2004 - 2007  243 
7.  02297  PhD Peter Legiša  Mathematics  Researcher  2004 - 2007  455 
8.  26521  PhD Davorin Lešnik  Computer intensive methods and applications  Junior researcher  2006 - 2007  11 
9.  07082  PhD Gorazd Lešnjak  Mathematics  Researcher  2004 - 2007  154 
10.  23340  PhD Janko Marovt  Mathematics  Researcher  2004 - 2007  256 
11.  08173  PhD Miklavž Mastinšek  Mathematics  Researcher  2004 - 2007  201 
12.  17809  PhD Matej Mencinger  Mathematics  Researcher  2004 - 2007  217 
13.  07680  PhD Tatjana Petek  Mathematics  Researcher  2004 - 2007  131 
14.  17808  PhD Rok Strašek  Mathematics  Researcher  2004 - 2007  142 
15.  05953  PhD Peter Šemrl  Mathematics  Head  2004 - 2007  497 
16.  11719  PhD Borut Zalar  Mathematics  Researcher  2004 - 2007  317 
Organisations (1)
no. Code Research organisation City Registration number No. of publicationsNo. of publications
1.  0101  Institute of Mathematics, Physics and Mechanics  Ljubljana  5055598000  20,143 
Abstract
The main topics of our research project are different mappings on rings and algebras. We will try to solve problems from functional analysis and operator theory considering derivations, automorphisms, elementary operators and similar mappings mostly with algebraical tools from geometry and theory of function identities. Some recent results from the projective and affine geometry are very useful when we study nonlinear mappings on matrix and operator spaces and sets. It seems like the last main problems of the theory of function identities will be solved in forthcoming years and it is also one of the aims of the research project to contribute a significant part to this task.
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