| 1 - 23 |
Maximum principle of optimal control for degenerate quasi-linear elliptic equations
Lou HW |
| 24 - 52 |
A new approach of stabilization of nondissipative distributed systems
Guesmia A |
| 53 - 75 |
General linear quadratic optimal stochastic control problems with random coefficients: Linear stochastic Hamilton systems and backward stochastic Riccati equations
Tang SJ |
| 76 - 97 |
Stabilization of LPV systems: State feedback, state estimation, and duality
Blanchini F, Miani S |
| 98 - 122 |
Optimization-based stabilization of sampled-data nonlinear systems via their approximate discrete-time models
Grune L, Nesic D |
| 123 - 137 |
Indefinite stochastic Riccati equations
Hu Y, Zhou XY |
| 138 - 154 |
Sufficient second-order optimality conditions for a parabolic optimal control problem with pointwise control-state constraints
Rosch A, Troltzsch F |
| 155 - 177 |
Locally convergent nonlinear observers
Krener AJ, Kang W |
| 178 - 217 |
Sequencing and routing in multiclass queueing networks part II: workload relaxations
Meyn SP |
| 218 - 238 |
Needle variations that cannot be summed
Bianchini RM, Kawski M |
| 239 - 259 |
Boundary feedback stabilization of shallow shells
Chai SG, Guo YX, Yao PF |
| 260 - 265 |
Existence of solutions to differential inclusions and to time optimal control problems in the autonomous case
Cellina A, Ornelas A |
| 266 - 299 |
The fractional representation approach to synthesis problems: An algebraic analysis viewpoint - Part I: (weakly) doubly coprime factorizations
Quadrat A |
| 300 - 320 |
The fractional representation approach to synthesis problems: An algebraic analysis viewpoint - Part II: Internal stabilization
Quadrat A |
| 321 - 341 |
Inclusion principle for linear time-varying systems
Stankovic SS, Siljak DD |
| 342 - 362 |
Variational inclusions under state constraints
Tamzali-Lafond M |
| 363 - 380 |
Global uniqueness tests and performance bounds for H-infinity optima
Helton JW, Whittlesey MA |
