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A Non- Linear Hyperbolic Variational Inequality

Year: 2024

Type: article

Abstract: Objective: In this paper we are concerned about the existence of solution for a nonlinear hyperbolic variational inequality in Sobolev space under certain conditions. Method: We discuss the penalty method and Gronwall’s inequality for the variational inequality. Results and Discussion: Using penalty method we obtain the existence of solutions for a nonlinear partial differential equation which was handled by Lions, J. (1997). Further results can be found in Ekeland,I. and Temam,R.(1976),Chipot,M.(1984) . Implications of the research: Apply in the first university years the application of a non- linear hyperbolic variational inequality to dynamic systems in all university careers and specialties as part of the management of the tools of Information and Communication Technology (TIC). Originality/Value: This paper also provides an alternative approach to Analysis of vibration amplitudes with generalized potentials with MATLAB.

Source: Revista de Gestão Social e Ambiental

DOI: 10.24857/rgsa.v18n9-172

Authors: Milton Milciades Cortez Gutiérrez, Hernan Oscar Cortez Gutierrez, Liv Jois Cortez Fuentes Rivera, Girady Iara Cortez Fuentes Rivera, Marilia Sibele Cortez Vidal, Deolinda Ellyda Fuentes Rivera Vallejo

Institutions: National University of Trujillo, Universidad Nacional del Callao, Universidad Católica Santo Toribio de Mogrovejo

Language: English

Topic: Nonlinear Partial Differential Equations

Subfield: Applied Mathematics

Field: Mathematics

Domain: Physical Sciences

Open Access status: hybrid

OpenAlex ID: W4401985599

FWCI:

Cites: 9

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Related to: 10