1 |
Random Evolution Equations: Well-Posedness, Asymptotics, and Applications to Graphs Bonaccorsi S, Cottini F, Mugnolo D Applied Mathematics and Optimization, 84(3), 2849, 2021 |
2 |
Ergodicity and Drift Parameter Estimation for Infinite-Dimensional Fractional Ornstein-Uhlenbeck Process of the Second Kind Balde MF, Es-Sebaiy K, Tudor CA Applied Mathematics and Optimization, 81(3), 785, 2020 |
3 |
Degenerate type fractional evolution hemivariational inequalities and optimal controls via fractional resolvent operators Chang YK, Pei YT International Journal of Control, 93(3), 528, 2020 |
4 |
Exponential stability for nonautonomous impulsive neutral partial stochastic evolution equations with delay Yan ZM, Lu FX International Journal of Control, 92(9), 2037, 2019 |
5 |
On the impact of nonlinear continuum mechanics on particle distribution functions for Newtonian and non-Newtonian fluids: Applications to the flows of Bingham fluids Huilgol RR Korea-Australia Rheology Journal, 30(3), 211, 2018 |
6 |
HJB EQUATIONS IN INFINITE DIMENSION AND OPTIMAL CONTROL OF STOCHASTIC EVOLUTION EQUATIONS VIA GENERALIZED FUKUSHIMA DECOMPOSITION Fabbri G, Russo F SIAM Journal on Control and Optimization, 55(6), 4072, 2017 |
7 |
THE REMARKABLE EFFECTIVENESS OF TIME-DEPENDENT DAMPING TERMS FOR SECOND ORDER EVOLUTION EQUATIONS Ghisi M, Gobbino M, Haraux A SIAM Journal on Control and Optimization, 54(3), 1266, 2016 |
8 |
Diffusion in Networks with Time-Dependent Transmission Conditions Arendt W, Dier D, Fijavz MK Applied Mathematics and Optimization, 69(2), 315, 2014 |
9 |
A continuous-time framework for least squares parameter estimation Riachy S Automatica, 50(12), 3276, 2014 |
10 |
WAKE OF A SHATTERING FUEL DROP Girin AG Combustion Science and Technology, 184(10-11), 1412, 2012 |