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Identifier

uch.math.msc//2001milakis

Title

Συνοριακά προβλήματα για μη γραμμικές συνήθεις διαφορικές εξισώσεις δεύτερης τάξης

Alternative Title

Boundary value problem for second order ordinary differential equations

Creator

Milakis, Emmanouil E

Abstract

This paper is devoted to the existence of classical solutions of boundary value problems for the equation |y(x)^εχ y''(x) = f(x, y(x), y'(x)). We suppose that f(x, y, p) does not satisfy Bernstein's condition on no more than quadratic growth with respect to p when |p|--> + oo Conditions which guarantee the global solvability of the problems are formulated.

Issue date

2001-12-01

Date available

2002-04-11

Collection

School/Department--School of Sciences and Engineering--Department of Mathematics--Post-graduate theses

Type of Work--Post-graduate theses

Views

360

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