Most relevant results2 results in the last year.
Online education in crisis conditions: methodological aspects
… It is obvious that the course of higher mathematics for bachelors of computer
science should be continued by the course of applied mathematics, but not narrowly
utilitarian and prescription, but one that contains the necessary theoretical provisions …
science should be continued by the course of applied mathematics, but not narrowly
utilitarian and prescription, but one that contains the necessary theoretical provisions …
Mathematical Modeling of Experimentally Induced Inflammation and Sepsis
… To bridge this gap and gain further understanding of how multi-system
mechanisms influence inflammation, this dissertation develops novel computational
models integrated with experimental and clinical data that examine immune …
mechanisms influence inflammation, this dissertation develops novel computational
models integrated with experimental and clinical data that examine immune …
504 results in the last month.
Advanced Studies in the Mathematical Theory of Scattering, Volume 3
… to analyse and model, but also in applied mathematics to calculate the scattered
fields in electromagnetism for a low computational cost. … Therefore, they can be
used in mathematical physics and engineering to analyse and model, but also in …
fields in electromagnetism for a low computational cost. … Therefore, they can be
used in mathematical physics and engineering to analyse and model, but also in …
Two-Order Superconvergent CDG Finite Element Method for the Heat Equation on Triangular and Tetrahedral Meshes
In this paper we introduce a conforming discontinuous Galerkin (CDG) finite element
method for solving the heat equation. Unlike the rest of discontinuous Galerkin (DG)
methods, the numerical-flux { ∇ u h · n } \documentclass[12pt]{minimal} \usepackage{amsmath} …
method for solving the heat equation. Unlike the rest of discontinuous Galerkin (DG)
methods, the numerical-flux { ∇ u h · n } \documentclass[12pt]{minimal} \usepackage{amsmath} …
An Inventory Model for Deteriorated Item with Time-and Inventory-dependent Demand and Backorder
The paper focuses on developing an inventory model for deteriorated item when
demand is time-and inventorydependent. Deteriorated items can usually be found in
items such as vegetables, fruit, milk, chemical product, pharmaceutical and it needs …
demand is time-and inventorydependent. Deteriorated items can usually be found in
items such as vegetables, fruit, milk, chemical product, pharmaceutical and it needs …
Synchronization of fuzzy reaction–diffusion neural networks via semi-intermittent hybrid control
… of fuzzy reaction–diffusion neural networks via semi-intermittent hybrid control |
Journal of Applied Mathematics and Computing … Subsequent calculations will
make use of \(\Gamma = diag \{ \varepsilon _1, \varepsilon _2, \cdot \cdot \cdot , \varepsilon …
Journal of Applied Mathematics and Computing … Subsequent calculations will
make use of \(\Gamma = diag \{ \varepsilon _1, \varepsilon _2, \cdot \cdot \cdot , \varepsilon …
CHAOS A~ ARID
… In early life, his research interests were within applied mathematics. He
introduced the complete set of canonical forms of real … from applied mathematics
to Intelligent Information Systems, which include fuzzy theory, artificial neural network …
introduced the complete set of canonical forms of real … from applied mathematics
to Intelligent Information Systems, which include fuzzy theory, artificial neural network …
Computational Analysis of Reverse Degree-Based Topological Indices in Hex-Derived Networks
… It is related with applied mathematics and information technology. It is
combination of mathematics, operational research, information technology and
electrical engineering. In graph theory, the concept graph doesn’t donate the data …
combination of mathematics, operational research, information technology and
electrical engineering. In graph theory, the concept graph doesn’t donate the data …
On a posteriori error estimation for Runge–Kutta discontinuous Galerkin methods for linear hyperbolic problems
… discuss the practical and efficient computation of some terms in the a posteriori
estimators, while in Section 8, we present some numerical … modrequires the
computation of the spatial reconstruction ̌𝑛, which is local yet not readily …
estimators, while in Section 8, we present some numerical … modrequires the
computation of the spatial reconstruction ̌𝑛, which is local yet not readily …
New Integral Transforms of the Extended k-Generalized Mittag-Leffler Function with Graphical Representations
… important role in solving differential equations and analyzing systems in various
fields like physics, engineering, and applied mathematics. … advancements in
integral transforms, paving the way for further exploration and innovation in both …
fields like physics, engineering, and applied mathematics. … advancements in
integral transforms, paving the way for further exploration and innovation in both …
Size‐dependent buckling analysis of functionally graded nanoplate coupled with piezoelectric layers resting on orthotropic foundation based on surface piezo …
In this study, a refined plate theory by considering stretching effects extended to
investigation of quasi‐3D size‐dependent buckling analysis of a functionally graded
simply supported nanoplate integrated with piezoelectric face‐sheets resting on …
investigation of quasi‐3D size‐dependent buckling analysis of a functionally graded
simply supported nanoplate integrated with piezoelectric face‐sheets resting on …
Matrix analysis of discrete functionals in compact difference method for nonlinear problems with higher derivatives and program code (I: 1D problem)
This study is dedicated to the matrix analysis method for discrete functionals in
higher-order compact difference scheme. This matrix analysis is actually an analysis
of the operator matrix obtained by applying the classical difference operator to the …
higher-order compact difference scheme. This matrix analysis is actually an analysis
of the operator matrix obtained by applying the classical difference operator to the …