Abstract
. In this article some new fixed point and hybrid coincidence
point theorems for multivalued mappings satisfying generalized contractive conditions have been proved in generalized metric spaces. Some nontrivial examples are given to support our main theorems. As application,
a differential inclusion problem for heat conduction in metals has been
given, using our main result, we prove the existence of solutions to the
given differential inclusion problem
Maliha Rashid, Nayyar Mehmood. (2020) Application of Fixed Points in Differential Inclusions of Heat Conduction, Punjab University Journal of Mathematics, Volume 52 , Issue No.2.
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