1 |
EQUIVALENCE BETWEEN MINIMAL TIME AND MINIMAL NORM CONTROL PROBLEMS FOR THE HEAT EQUATION Qin SL, Wang GS SIAM Journal on Control and Optimization, 56(2), 981, 2018 |
2 |
Stabilization for the multi-dimensional heat equation with disturbance on the controller Zheng GJ, Li J Automatica, 82, 319, 2017 |
3 |
ATTAINABLE SUBSPACES AND THE BANG-BANG PROPERTY OF TIME OPTIMAL CONTROLS FOR HEAT EQUATIONS Wang GS, Xu YS, Zhang YB SIAM Journal on Control and Optimization, 53(2), 592, 2015 |
4 |
D-type anticipatory iterative learning control for a class of inhomogeneous heat equations Huang DQ, Xu JX, Li XF, Xu C, Yu M Automatica, 49(8), 2397, 2013 |
5 |
EQUIVALENCE OF THREE DIFFERENT KINDS OF OPTIMAL CONTROL PROBLEMS FOR HEAT EQUATIONS AND ITS APPLICATIONS Wang GS, Xu YS SIAM Journal on Control and Optimization, 51(2), 848, 2013 |
6 |
ON THE EQUIVALENCE OF MINIMAL TIME AND MINIMAL NORM CONTROLS FOR INTERNALLY CONTROLLED HEAT EQUATIONS Wang GS, Zuazua E SIAM Journal on Control and Optimization, 50(5), 2938, 2012 |
7 |
ON THE EXISTENCE OF TIME OPTIMAL CONTROLS WITH CONSTRAINTS OF THE RECTANGULAR TYPE FOR HEAT EQUATIONS Lu Q, Wang GS SIAM Journal on Control and Optimization, 49(3), 1124, 2011 |
8 |
Heat equations with fractional white noise potentials Hu Y Applied Mathematics and Optimization, 43(3), 221, 2001 |