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Overall, this paper opens the door to the solutions of a host of price-compatible matching problems.
An application is made to the solutions of a class of stochastic pde's which includes the Zakai equation of nonlinear filtering.
The need to have easy access to the solutions of a variety of frequently occurring engineering problems, has resulted in the development of a wealth of tools ranging from engineering handbooks to sophisticated desktop engineering software.
This work presents results on the boundary properties of solutions of a complex, planar, smooth vector field L. Classical results in the Hp theory of holomorphic functions of one variable are extended to the solutions of a class of nonelliptic complex vector fields.
If the Lamé constants of the material constituting the plate vary as ε−3 and its density as ε−1, we show that the solutions of the three-dimensional eigenvalue problem converge, as ε approaches zero, to the solutions of a "coupled," "pluri-dimensional" eigenvalue problem of a new type, posed simultaneously over a three-dimensional open set with a slit and a two-dimensional open set.
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The solutions are furthermore degenerated to the solutions of an elastic model and two viscoelastic models, a Kelvin model and a Maxwell model.
The concentration in a sample was estimated in comparison to the solutions of an endotoxin standard (supplied with the LAL kit), also doubled.
Changing these assumptions, we will obtain convergence to one of the solutions of a ill-posed problem.
"By acting local, and in their own best interest, [nations] can contribute significantly to the solution of a global challenge," said Gaspar.
"Breaking the code could reveal the victim's whereabouts before his death and could lead to the solution of a homicide," Mr. Olson said.
This method reduces the solution of a problem to the solution of a system of algebraic equations.
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