V Mandrekar
Affiliations: | Michigan State University, East Lansing, MI |
Area:
MathematicsGoogle:
"V Mandrekar"Children
Sign in to add traineeDavid A. Redett | grad student | 2003 | Michigan State |
Paramita Chakraborty | grad student | 2009 | Michigan State |
Chandni Bhan | grad student | 2010 | Michigan State |
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Publications
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Albeverio S, Gawarecki L, Mandrekar V, et al. (2017) Itô formula for mild solutions of SPDEs with Gaussian and non-Gaussian noise and applications to stability properties Random Operators and Stochastic Equations. 25: 79-105 |
Chobanyan S, Levental S, Mandrekar V. (2012) Almost surely convergent summands of a random sum Statistics and Probability Letters. 82: 212-216 |
Levental S, Mandrekar V, Chobanyan SA. (2011) Towards Nikishin's theorem on the almost sure convergence of rearrangements of functional series Functional Analysis and Its Applications. 45: 33-45 |
Gawarecki L, Mandrekar V, Rajeev B. (2009) The monotonicity inequality for linear stochastic partial differential equations Infinite Dimensional Analysis, Quantum Probability and Related Topics. 12: 575-591 |
Mandrekar V, Rüdiger B. (2009) Relation between stochastic integrals and the geometry of Banach spaces Stochastic Analysis and Applications. 27: 1201-1211 |
Mandrekar V, Naik-Nimbalkar UV. (2009) Identification of a Markovian system with observations corrupted by a fractional Brownian motion Statistics and Probability Letters. 79: 965-968 |
Albeverio S, Mandrekar V, Rüdiger B. (2009) Existence of mild solutions for stochastic differential equations and semilinear equations with non-Gaussian Lévy noise Stochastic Processes and Their Applications. 119: 835-863 |
Mandrekar V, Rüdiger B. (2006) Existence and uniqueness of path wise solutions for stochastic integral equations driven by Lévy noise on separable Banach spaces Stochastics An International Journal of Probability and Stochastic Processes. 78: 189-212 |
Chobanyan S, Levental S, Mandrekar V. (2004) Prokhorov blocks and strong law of large numbers under rearrangements Journal of Theoretical Probability. 17: 647-672 |
Gawarecki L, Mandrekar V, Richard P. (2001) Proper Moving Average Representations and Outer Functions in Two Variables Georgian Mathematical Journal. 8: 275-281 |