| 797 - 813 |
Equilibrium conditions for Young measures
Pedregal P |
| 814 - 839 |
Differential games with unbounded versus bounded controls
Rampazzo F |
| 840 - 851 |
Asynchronous stochastic approximations
Borkar VS |
| 852 - 894 |
Boundary value problems and optimal boundary control for the Navier-Stokes system : The two-dimensional case
Fursikov AV, Gunzburger MD, Hou LS |
| 895 - 909 |
Existence of an optimal solution of a shape control problem for the stationary Navier-Stokes equations
Gunzburger MD, Kim H |
| 910 - 928 |
Central limit theorem and law of iterated logarithm for least squares algorithms in adaptive tracking
Bercu B |
| 929 - 947 |
Stochastic near-optimal controls : Necessary and sufficient conditions for near-optimality
Zhou XY |
| 948 - 959 |
The symmetric rendezvous-evasion game
Alpern S, Lim WS |
| 960 - 980 |
An integral invariance principle for differential inclusions with applications in adaptive control
Ryan EP |
| 981 - 1004 |
Optimal boundary control of the Stokes fluids with point velocity observations
You PH, Ding ZH, Zhou JX |
| 1005 - 1019 |
Globally and superlinearly convergent algorithm for minimizing a normal merit function
Polak E, Qi LQ |
| 1020 - 1047 |
Ergodic boundary/point control of stochastic semilinear systems
Duncan TE, Maslowski B, Pasik-Duncan B |
| 1048 - 1072 |
Proximal analysis and the minimal time function
Wolenski PR, Yu Z |
| 1073 - 1085 |
A classical approach to uniform null controllability for elastic beams
Moreles MA |
| 1086 - 1098 |
Exponential decay of energy of the Euler-Bernoulli beam with locally distributed Kelvin-Voigt damping
Liu KS, Liu ZG |
| 1099 - 1132 |
Optimal control of inflation : A central bank problem
Chiarolla MB, Haussmann UG |
