Results 21 to 30 of about 292,013 (302)
Noncompact Equilibrium Points for Set-Valued Maps
Abstract and Applied Analysis, 2014 We prove a generalized result on the existence of equilibria for a monotone set-valued map defined on noncompact domain and take its values in an order of topological vector space. As consequence, we give a new variational inequality.
Souhail Chebbi, Bessem Samet
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Reference-Dependent Stochastic User Equilibrium with Endogenous Reference Points
European Journal of Transport and Infrastructure Research, 2013 We consider the application of reference-dependent consumer choice theory to traffic assignment on transportation networks. Route choice is modelled based on random utility maximisation with systematic utility embodying loss aversion for the travel time ...
Paolo Delle Site +2 more
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Modelling and analysis of HIV‐TB co‐infection in a variable size population
Mathematical Modelling and Analysis, 2005 In this paper, a nonlinear mathematical model is proposed for the transmission dynamics of HIV and a curable TB pathogen within a population of varying size.
R. Naresh, A. Tripathi
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On the complexities of modeling HIV/AIDS in Southern Africa
Mathematical Modelling and Analysis, 2008 In this paper problems associated with the modeling of HIV/AIDS in Southern Africa are presented. A mathematical model is presented to highlight the three major challenges of modeling HIV/AIDS, i.e condom use, vertical transmission and treatment.
Farai Nyabadza
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Is the forest biomass a key regulator of global warming?: A mathematical modelling study
Geology, Ecology, and Landscapes, 2022 In this article, a mathematical model has been formulated by considering forest biomass and global warming as a separate compartment. It is assumed that the forest biomass follow logistic growth in the absence of global warming.
Prabir Panja
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Study of Lagrange Points in the Earth–Moon System with Continuation Fractional Potential
Fractal and Fractional, 2022 In this work, the restricted three-body system is studied in the framework of the continuation fractional potential with its application on the Earth–Moon system.
Lata Kumari Bairwa +4 more
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Some Dynamic Aspects of a Sextic Galactic Potential in a Rotating Reference Frame
Applied Sciences, 2023 This work aims to explore some dynamic aspects of the problem of star motion that is impacted by the rotation of the galaxy, which we model as a bisymmetric potential based on a two-dimensional harmonic oscillator with sextic perturbations.
Munirah Alfadhli +2 more
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Realization of the Triple Points of Equilibrium Hydrogen and Equilibrium Deuterium
Transactions of the Society of Instrument and Control Engineers, 2002 The triple points of equilibrium hydrogen and equilibrium deuterium have been realized using a calorimetric method and sealed cells, which include hydrogen (or deuterium) and a catalyst for the ortho-para equilibration. Anomalous increases on heat capacity curves of each substance, which markedly disturb melting curves of the triple point, are observed
Nakano, Tohru +2 more
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Homotopy Perturbation Method for Pneumonia–HIV Co-Infection
Foundations, 2022 It is well known that HIV (human immunodeficiency virus) weakens the immune system of individuals, resulting in risk of other infections, such as pneumonia. The most frequent viral pneumonia seen in individuals infected with HIV is cytomegalovirus (CMV).
Nita H. Shah, Nisha Sheoran
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Modeling and Analyzing Homogeneous Tumor Growth under Virotherapy
Mathematics, 2023 We present a mathematical model based on ordinary differential equations to investigate the spatially homogeneous state of tumor growth under virotherapy.
Chayu Yang, Jin Wang
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