Stability of well-posed stochastic evolution equation

Stability of well-posed stochastic evolution equation

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The stability of a non-classical stochastic evolution equation with impulsive and nonlocal initial conditions is examined from a general perspective. We investigate the effect of the nonlocal conditions on the well-posedness and the stability of the solution. We show that the concept of Ulam-type stability holds for this class of equation under the given condition (1 −
 
Published at Heliyon
Volume 5
Issue 11
Pages e02832
Published in 2019
 
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visit (https://www.sciencedirect.com/science/article/pii/S2405844019364928)
 
 
S.A. Bishop; S.A. Iyase; H.I. Okagbue
Okagbue Hilary Izuchukwu » Hilary Izuchukwu Okagbue Obtained his B.Tech, M.Sc and Ph.D. degrees in Industrial Mathematics and Statistics from the Federal University of Technology, Owerri, University of Lagos, Covenant University in 2007, 2010 and 2019 respectively. His research interests include Data Analysis, Mathematical Statistics, Mathematical Cryptography and analysis of patterns in number theory. view full profile
Okagbue Hilary Izuchukwu
 
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