ON STABILITY OF QUANTUM STOCHASTIC DIFFERENTIAL EQUATION

ON STABILITY OF QUANTUM STOCHASTIC DIFFERENTIAL EQUATION

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The long run behaviour of solutions of Lipschitzian quantum stochastic differential equation (QSDE) with non-instantaneous impulse is studied. This is achieved by imposing some conditions on the coefficients associated with the map P. Using the fixed point approach, we show that a solution exists under the given conditions and subsequently establish Ulam's type stability. We present some...
 
Published at International Journal of Mechanical Engineering and Technology (IJMET)
Volume 9
Issue 9
Pages 367–374
Published in 2018
 
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S. A. Bishop;M. O. Ogundiran and O. P. Ogundile
Ogundile Opeyemi » Opeyemi Paul Ogundile obtained his B.Sc and M.Sc in Industrial Mathematics from Covenant University. He works as a researcher and Lecturer at the department of mathematics, Covenant University,Ota, Ogun State. His research interests include: Financial and Computational Mathematics, Modelling, Stochastic processes and numerics. view full profile
Ogundile Opeyemi
 
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