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The image-based finite element evaluation of the deformed state numerical model. In this case, material inhomogeneity can be included by integrating the local stiffness
Temperature aspects of a cuboid crystal in photoacoustic interaction interaction are presented. This theoretical determination is carried out by applying the finite Marchi
Error estimates of the quadrature finite element method with biquadratic finite elements for elliptic eigenvalue problems in the square domain is approximated by the finite element method with numerical integration and Lagrange biquadratic finite elements
Finite Ion Size Effects on Electrolyte Transport in Nanofiltration Membranes po-
tential is investigated theoretically. The finite ion size effect is taken into account
The method of mechanical quadratures for integral equations with fixed singularity© 2016, Allerton Press, Inc.We investigate the method of mechanical quadratures for integral
TO THE QUESTION OF TERM "INTEGRATION" IN THE SYSTEM OF TEACHING RUSSIAN AS A FOREIGN LANGUAGEThe article analyzes the meaning of the concept of "integration", one of the most perspective
On symbolic integration of algebraic functions of algebraic functions, that is, to decide whether such a given integral can be expressed in terms of algebraic
Finite Difference Models of Dynamical Systems with Quadratic Right-Hand Side, we derive theorems on the inheritance of quadratic integrals by these schemes (Cooper’s theorem
An equilibrium thermostatistics of a nonextensive finite system: Canonical distribution and entropy term λ H1H2 in the expression of total energy ( H1 and H2 are the energy of the finite system
Study of the convergence of the finite-element method for parabolic equations with a nonlinear nonlocal spatial operator nonlinearly not only on the unknown function and its gradient but also on a nonlocal (integral) characteristic
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