Blow-up of solutions to problems for nonlinear hyperbolic equation.
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The University of Dodoma
Abstract
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Dissertation (MSc Mathematics)
Different physical phenomena can be represented in terms of nonlinear problems for partial differential equations; however such problems are often subjected to singularities. Thus it gives rise to a permanent research interest to such problems. In the present study we provide reviews of essential approach applied to Cauchy problems and initial-boundary problems for hyperbolic equations based on latest results in this field.
Different physical phenomena can be represented in terms of nonlinear problems for partial differential equations; however such problems are often subjected to singularities. Thus it gives rise to a permanent research interest to such problems. In the present study we provide reviews of essential approach applied to Cauchy problems and initial-boundary problems for hyperbolic equations based on latest results in this field.
Keywords
Nonlinear hyperbolic equation, Hyperbolic equation solution, Hyperbolic equation, Blow-up hyperbolic equation, Nonlinear equation problem, Nonlinear partial differential equation, Nonlinear equation solution