1 |
A Multidimensional Problem of Optimal Dividends with Irreversible Switching: A Convergent Numerical Scheme Azcue P, Muler N Applied Mathematics and Optimization, 83(3), 1613, 2021 |
2 |
Risk-Sensitive Ergodic Control of Reflected Diffusion Processes in Orthant Pradhan S Applied Mathematics and Optimization, 83(3), 1739, 2021 |
3 |
Dynamic Programming Principle and Viscosity Solutions of Hamilton-Jacobi-Bellman Equations for Stochastic Recursive Control Problem with Non-Lipschitz Generator Zhuo Y, Dong YC, Pu JY Applied Mathematics and Optimization, 82(2), 851, 2020 |
4 |
Optimal reinsurance and investment problem with default risk and bounded memory Deng C, Bian WL, Wu BY International Journal of Control, 93(12), 2982, 2020 |
5 |
A model-based deep reinforcement learning method applied to finite-horizon optimal control of nonlinear control-affine system Kim JW, Park BJ, Yoo H, Oh TH, Lee JH, Lee JM Journal of Process Control, 87, 166, 2020 |
6 |
ON ITERATION IMPROVEMENT FOR AVERAGED EXPECTED COST CONTROL FOR ONE-DIMENSIONAL ERGODIC DIFFUSIONS Anulova SV, Mai H, Veretennikov AY SIAM Journal on Control and Optimization, 58(4), 2312, 2020 |
7 |
LONG-RUN RISK-SENSITIVE IMPULSE CONTROL Jelito D, Pitera M, Stettner L SIAM Journal on Control and Optimization, 58(4), 2446, 2020 |
8 |
VISCOSITY SOLUTIONS TO HJB EQUATIONS FOR BOUNDARY-NOISE AND BOUNDARY-CONTROL PROBLEMS Swiech A SIAM Journal on Control and Optimization, 58(1), 303, 2020 |
9 |
DYNAMIC PROGRAMMING PRINCIPLE AND HAMILTON-JACOBI-BELLMAN EQUATIONS FOR FRACTIONAL-ORDER SYSTEMS Gomoyunov MI SIAM Journal on Control and Optimization, 58(6), 3185, 2020 |
10 |
An interpretation of the Schrodinger equation in quantum mechanics from the control-theoretic point of view Ohsumi A Automatica, 99, 181, 2019 |