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International Journal of Mathematics for Industry
Scopus
ISSN 2661-3352 · World Scientific Publishing · 92 artikel di indeks
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Artikel Jurnal
Mathematical risk assessment models for invasive alien plant species: Fuzzy symmetric and asymmetric linguistic scale approach
The main aim of this research is to develop mathematical models to assess the invasive potential of alien plant species. The parameters used to define this potential are expressed as linguistic variables, which are often imprecise and uncertain. To handle this, the fuzzy 2-tuple linguistic…
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A novel decision-making approach under spherical fuzzy environment
Health insurance is essential for protecting individuals from rising medical and hospitalization costs, offering crucial financial security, especially as choosing the right plan involves navigating numerous complex and uncertain factors. The study delves into the concepts of maximal product and…
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Numerical analysis of a frictional contact problem with history-dependent operator in electro-viscoelasticity
The main purpose of this paper is to conduct variational and numerical analysis of frictional contact between an electro-viscoelastic body and an electrically conductive foundation. The history-dependent constitutive law is utilized to characterize displacement behavior. Contact modeling…
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A posteriori error estimation of numerical solutions of PINNs for the Navier–Stokes equations under the Dirichlet boundary condition with external force
In this paper, we present an a posteriori error estimation for numerical solutions of Physics-Informed Neural Networks (PINNs) for the Navier–Stokes equations under the Dirichlet boundary condition with external force. The main theorem provides a computable upper bound for the solution error via…
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Degree-based topological indices and QSPR analysis of Cytomegalovirus drugs
This study examines several drugs employed in treating Cytomegalovirus (CMV) infections, including Cidofovir, Foscarnet, Ganciclovir, Maribavir, and Valganciclovir. The investigation involves the calculation of degree-based topological indices for these drugs. A quantitative structure–property…
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Solution of fractional linear decay equations involving incomplete I-function and modified degenerate laplace type integral approach
In this work, we present solutions of fractional linear decay equations involving the incomplete I-function product with a general class of polynomials as an application of the modified degenerate Laplace integral transform (DLIT). The outcomes for the traditional Laplace transform are retrieved…
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Mathematical analysis of a fractional-order epidemic model of childhood diseases via an efficient computational method
The employing of mathematical models to comprehend complicated processes is widespread. The mathematical model often takes the form of an ordinary differential equation system. The Susceptible–Infected–Recovered (SIR) epidemic model of childhood diseases is mathematically analyzed and reported in…
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A new approach to compute Riemann–Liouville and Caputo fractional derivatives for a product of two functions
This paper aims to contribute to and broaden the current understanding of fractional calculus and its uses in science. In general, determining the fractional derivative of a product of two functions is an obstacle. In this paper, we overcome this issue for Caputo and Riemann–Liouville fractional…
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Certain unified integral formulas involving five-parameter Mittag-Leffler function
In this work, we propose some unified integral representations for the five-parameter Mittag-Leffler function, and our findings are evaluated in terms of various generalized special functions. Additionally, a special case of the five-parameter Mittag-Leffler function (called four-parameter Wright…
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Comparative energy analysis of spherical fuzzy indices in decision-making problems
Molecular descriptors, such as topological indices (TIs), play a crucial role in network theory, spectral graph theory, and molecular chemistry. Spherical fuzzy graphs (SFGs), an extension of picture fuzzy graphs (PFGs), utilize topological indices from crisp graphs to provide a broader analytical…
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Mannheim–d’Ocagne–Koenderink-type formula for surfaces in Lorentz–Minkowski 3-space
The Mannheim–d’Ocagne–Koenderink formula and its variants given in the authors’ recent work are formulas for Gaussian curvature, which are related to the orthogonal projection of a given regular surface. In this paper, we give analogues of them for surfaces in Lorentz–Minkowski space. It is…
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Forecasts of wholesale food price indices through Gaussian process regressions
For a wide range of market participants, food price projections in the agriculture industry have always been crucial. In this work, we tackle the prediction problem for the Chinese market’s weekly wholesale food price index over a 10-year period, from January 1, 2010 to January 3, 2020. We propose…
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Numerical analysis of three-phase lag bio-heat transfer model in lung tissue during cryosurgery
This paper provides a numerical solution of the three-phase lag (TPL) bio-heat transfer model with diverse boundary conditions for living biological tissue with non-ideal properties to predict temperature distribution and phase change interfaces within the tissue during the freezing process. The…
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Lower bounds on the radius of spatial analyticity for the fourth-order nonlinear Schrödinger equation with power-type nonlinearity
In this paper, we consider the initial value problem associated to the fourth-order nonlinear Schrödinger equation in the defocusing scenario :i∂tu+Δ2u−λΔu+|u|p−1u=0,(x,t)∈ℝd×ℝ,u(x,0)=g(x), where [Formula: see text], [Formula: see text] be an odd integer, [Formula: see text], and the initial data g…
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Numerical approximation of space-fractional diffusion equation using Laguerre spectral collocation method
The space-fractional diffusion equation is extensively used to model various issues in engineering and mathematics. This paper addresses the numerical approximation of the space-fractional-order diffusion equation, using a fractional operator in the Caputo sense. The proposed equation is computed…
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Bicomplex fractional wave equations
This paper examines electromagnetic wave propagation through a bicomplex framework incorporating the fractional Laplacian. By formulating fractional Maxwell’s equations across different media, we derive wave equations that naturally capture field interactions within a bicomplex vector…
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Common fixed point theorems of integral type in intuitionistic fuzzy metric space using control function with applications
In this paper, first, we investigate the existence and uniqueness of common fixed point for two pairs of weakly compatible maps which form a new type of integral-type condition via CLR property in the context of intuitionistic fuzzy metric space. The given results not only associate but also…
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Robust data envelopment analysis-based energy efficiency analysis of China’s regional economies
Energy efficiency, or energy saving, is the criterion according to which energy consumption is managed and controlled. Since energy consumption accounts for a substantial proportion of CO2 emissions, energy efficiency assessment can be considered one of the most straightforward and cost-effective…
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Eigenvalue and pseudospectrum processes generated by nonnormal Toeplitz matrices with rank 1 perturbations
We introduce two kinds of matrix-valued dynamical processes generated by nonnormal Toeplitz matrices with the additive rank 1 perturbations [Formula: see text], where [Formula: see text] and J is the all-ones matrix. For each process, first we report the complicated motion of the numerically…