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Application of a Variant of Mountain Pass Theorem in Modeling Real Phenomena
Mathematics, 2022 Mountain Pass Theorem (MPT) is an important result in variational methods with multiple applications in partial differential equations involved in mathematical physics. Starting from a variant of MPT, a new result concerning the existence of the solution
Irina Meghea
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Solutions for Some Mathematical Physics Problems Issued from Modeling Real Phenomena: Part 1
Axioms, 2023 This paper brings together methods to solve and/or characterize solutions of some problems of mathematical physics equations involving p-Laplacian and p-pseudo-Laplacian.
Irina Meghea
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Axioms, 2023 This paper brings together methods to solve and/or characterize solutions of some problems of mathematical physics equations involving p-Laplacian and p-pseudo-Laplacian. Using the widely debated results of surjectivity or variational approaches, one may
Irina Meghea
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On an Ambrosetti-Prodi Type Problem with Applications in Modeling Real Phenomena
MathematicsThis work presents a solving method for problems of Ambrosetti-Prodi type involving p-Laplacian and p-pseudo-Laplacian operators by using adequate variational methods. A variant of the mountain pass theorem, together with a kind of Palais-Smale condition,
Irina Meghea
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Editorial: Mathematical modeling and optimization for real life phenomena
Frontiers in Applied Mathematics and StatisticsCristiana J. Silva +2 more
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Instantaneous and time-averaged intensity flow measurements in scale models [PDF]
JASA Express Letters, 2023 Current methods of representing energy flows in rooms have been limited to stationary pressure contour maps or intensity vectors derived from finite-element modeling (FEM) software.
Daniel Tay, Ning Xiang
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Mathematics, 2023 Despite recent advances in the mathematical modeling of biological processes and real-world situations raised in the day-to-day life phase, some phenomena such as immune cell populations remain poorly understood.
Dalal Yahya Alzahrani +2 more
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Mathematical Modeling of Neurons and Brain Networks: Fundamental Principles and Special Applications
Mathematics, 2023 Mathematical modeling is a necessary step in understanding real world phenomena after experimental data are obtained and analyzed [...]
Ilya V. Sysoev
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Modeling some real phenomena by fractional differential equations [PDF]
Mathematical Methods in the Applied Sciences, 2015 This paper deals with fractional differential equations with dependence on a Caputo fractional derivative of real order. The goal is to show, based on concrete examples and experimental data from several experiments, that fractional differential equations may model more efficiently certain problems than ordinary differential equations.
Almeida, Ricardo +2 more
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Real Estate Management and Valuation, 2021 The spatial distribution of real estate in specific geographic locations, real estate transactions, and the prices and values of properties are a highly complex spatial phenomena that should be analyzed with the use of multidimensional methods.
Kobylińska Katarzyna
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