Mathematics – Optimization and Control
Scientist
Mathematics
Optimization and Control
Scientist
A Bang-Bang Principle of Time Optimal Internal Controls of the Heat Equation
Advantages for controls imposed in a proper subset
An observability for parabolic equations from a measurable set in time
Decomposition of vector-valued divergence free Sobolev functions and shape optimization for stationary Navier-Stokes equations
Equivalence of three different kinds of optimal control problems for heat equations and its applications
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