Mathematical algorithms of software for numerical simulation of aberrated laser beam propagation
„Mathematical algorithms of software for numerical simulation of aberrated laser beam propagation" Mathematical Modelling Analysis, 1(1), p.
R. Čiegis, G. Kairytė, A. Dement'ev
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On the aposteriori error estimates for finite‐element solutions
The analysis of the accuracy of the aposteriori error estimation procedure for finite‐element solutions is presented. The function Y — y is used as an aposteriori error estimator, here y ∈ S 0 1,Δ is the finite‐element solution of the given problem and Y
Raimondas Èiegis
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Mathematical modelling of modified cell delineation strategy in packet switched networks
The paper proposes a new mathematical model of Cell Delineation (CD) strategy in any Packet Switching technology when Data Units (DUs) are of constant length.
M. Kopeetsky, A. Lin
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Investigation of metal treatment process
Differential equations of self‐excited oscillations, arising in metal cutting process and metal drilling process, are presented in this paper. The causes of these oscillations are delaying forces, arising in metal treatment processes. The linear analysis
J. Januteniene +2 more
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Insecticide control in a Dengue epidemics model [PDF]
A model for the transmission of dengue disease is presented. It consists of eight mutually-exclusive compartments representing the human and vector dynamics. It also includes a control parameter (insecticide) in order to fight the mosquitoes.
Monteiro, M. Teresa T. +2 more
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Stability analysis of seidel type multicomponent iterative method
This paper deals with the stability analysis of multicomponent iterative methods for solving elliptic problems. They are based on a general splitting method, which decomposes a multidimensional parabolic problem into a system of one dimensional implicit ...
V. N. Abrashin +3 more
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Robust Iterative Solution of a Class of Time-Dependent Optimal Control Problems [PDF]
The fast iterative solution of optimal control problems, and in particular PDE-constrained optimization problems, has become an active area of research in applied mathematics and numerical analysis.
Pearson, John W. +2 more
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Stable discontinuous Galerkin FEM without penalty parameters [PDF]
We propose a modified local discontinuous Galerkin (LDG) method for second--order elliptic problems that does not require extrinsic penalization to ensure stability.
John, Lorenz +2 more
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New Polynomials and Numbers Associated with Fractional Poisson Probability Distribution
Generalizations of Bell polynomials, Bell numbers, and Stirling numbers of the second kind have been introduced and their generating functions were evaluated.Comment: ICNAAM 2010: International Conference of Numerical Analysis and Applied Mathematics ...
Laskin, Nick
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Dissipation and enstrophy statistics in turbulence : are the simulations and mathematics converging? [PDF]
Since the advent of cluster computing over 10 years ago there has been a steady output of new and better direct numerical simulation of homogeneous, isotropic turbulence with spectra and lower-order statistics converging to experiments and many ...
Kerr, Robert M. (Robert McDougall)
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