Description of the three-dimensional procedure for numerical computation and visualization of steam flow in power plant condensers is presented in this paper.The purpose of the present study is to dev
we discuss the construction of the FCT-stabilized finite element level-set-based method for for reaction-diffusion-convection equations on evolving-in-time surfaces.The level-set methodology is used f
Given a linear difference equation,there is a difference-differential Galois group that encodes the differential-algebraic dependencies among the solutions of the equation.
Recent experiments(Ouriemi & Vlahovska,2014)show intriguing surface patterns when a uniform electric field is applied to a droplet covered with colloidal particles.Depending on the particle properties
The challenge of optimal information gathering-for the purpose of inference,prediction,design,or control-pervades fields ranging from geophysics to chemical engineering and beyond.These questions can
We formulate an A-optimal experimental design criterion for infinitedimensional nonlinear Bayesian inverse problems.Our method aims to minimize the average variance of a Gaussian approximation to post
A hybrid approach for solving Laplace equation in 3-D domains is presented.It bases on a local method for the Dirichlet-Neumann(DtN)mapping of a Laplace equation by combining a deterministic boundary
In this talk,we will introduce accurate numerical methods for solving coupled nonlinear forward backward stochastic differential equations with applications in solving fully nonlinear second-order par
The monodomain equations represent a reasonably accurate model for the electric potential of the human heart.The PDE-ODE structure of the linearized model leads to a system that is not null controllab