ON COINCIDENCE DEGREE FOR FREDHOLM PERTURATIONS OF PSEUDO-ACYCLIC MULTIMAPS
Authors:
Type:
Article
Pages:
from 432
to 435
Status:
Published
Received:
29.08.2014
Accepted:
07.10.2014
Published:
07.10.2014
Language:
Russian
Keywords:
coincidence degree,Fredgholm operator, pseudo-acyclic multimap
Abstract (English):
We define the topologial coincidence degree for a pair of maps of Banach spaces: a linear Fredgholm operator L: E2→E2 of zero index L-completely restricting pseudo-acyclic multimap.
We define the topologial coincidence degree for a pair of maps of Banach spaces: a linear Fredgholm operator L: E2→E2 of zero index L-completely restricting pseudo-acyclic multimap.
Keywords:
coincidence degree,Fredgholm operator, pseudo-acyclic multimap
coincidence degree,Fredgholm operator, pseudo-acyclic multimap
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