Descriptor: "Initial Value Problems" / Publication Type: Reviews - Searchworks@Jio Institute Digital Library Search Results

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Start Over Descriptor "Initial Value Problems" Publication Type Reviews

Author: ANDREAS MANG
Subjects: *COMPUTATIONAL mathematics, *INITIAL value problems, *PROGRAMMING languages, *PYTHON programming language, *MATHEMATICAL programming, *SCIENTIFIC computing, *OBJECT-oriented programming
Published: 2022

Author: SACHS, EKKEHARD
Subjects: *FINITE element method, *DIFFERENTIAL equations, *INITIAL value problems, *DIMENSIONAL analysis
Published: 2022

Author: Icha, Andrzej
Subjects: BOUNDARY value problems, LINEAR differential equations, MATHEMATICAL analysis, ORDINARY differential equations, DIFFERENTIAL forms, INITIAL value problems
Abstract: Conditions for existence of solutions are discussed and one of the most important theorems in ODE's, namely, the Picard existence theorem, and the Peano existence theorem are formulated, and proved carefully. Chapter 4, I Some Comparison Theorems and Differential Inequalities i , presents few comparison results and differential inequalities for solutions to IVP in terms of maximal and minimal solutions. The matrix-valued functions and the matrix exponential are defined, and analysed to show how to find the solution to IVPs for a matrix system. [Extracted from the article]
Published: 2019
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