A hyperbolic system and the cost of null controllability for the Stokes system

This paper is devoted to study the cost of the null controllability for the Stokes system. Using the control transmutation method we show that the cost of driving the Stokes system to rest at time T is of order e^C/T when T -->0^+,i.e., the same order as for the heat equation. For this to be possible, we are led to study the exact controllability of one hyperbolic system with a resistance term, which will be done under assumptions on the control region.Comment: 17 page

Categorical Aspects of the Double Structure of a Module

In this work we develop some categorical aspects of the double structure of a module

Spectroradiometric measurements of Lake Monroe, Indiana

There are no author-identified significant results in this report

Obtain data over four basic test areas within the Wabash Valley River Basin with emphasis on crop identification, acreage mensuration and urban studies

There are no author-identified significant results in this report

Acquisition and processing of data from the SL-2 mission (EREP pass no. 7) over the Lake Monroe, Indiana test site

There are no author-identified significant results in this report

A fully-discrete Semi-Lagrangian scheme for a first order mean field game problem

In this work we propose a fully-discrete Semi-Lagrangian scheme for a {\it first order mean field game system}. We prove that the resulting discretization admits at least one solution and, in the scalar case, we prove a convergence result for the scheme. Numerical simulations and examples are also discussed.Comment: 28 pages,16 figure

Reformatting Skylab and MSS data over northern Indiana

There are no author-identified significant results in this report

Study of the utilization of EREP data from the Wabash River Basin

There are no author-identified significant results in this report