NONEXISTENCE OF POSITIVE GLOBAL SOLUTIONS TO THE DIFFERENTIAL EQUATION u ''(t) - t(-p-1)u(p)=0

Ahmed Alsaedi; Bashir Ahmad

Back

NONEXISTENCE OF POSITIVE GLOBAL SOLUTIONS TO THE DIFFERENTIAL EQUATION u ''(t) - t(-p-1)u(p)=0

Journal article

Peer reviewed

NONEXISTENCE OF POSITIVE GLOBAL SOLUTIONS TO THE DIFFERENTIAL EQUATION u ''(t) - t(-p-1)u(p)=0

Ahmed Alsaedi and Bashir Ahmad

Electronic journal of differential equations, Vol.2016(264), pp.1-3

28/09/2016

Abstract

Mathematics

Mathematics, Applied

Physical Sciences

Science & Technology

A blow-up result for positive solutions to the differential equation u ''(t) - t(-p-1)u(p) = 0 is derived. Our result is different from the one obtained in the [1], and our conditions are less restrictive.

Metrics

1 Record Views

Details

Title: NONEXISTENCE OF POSITIVE GLOBAL SOLUTIONS TO THE DIFFERENTIAL EQUATION u ''(t) - t(-p-1)u(p)=0
Creators - without role: Ahmed Alsaedi - King Abdulaziz University
Bashir Ahmad - King Abdulaziz University
Publication Details: Electronic journal of differential equations, Vol.2016(264), pp.1-3
Publisher: Texas State Univ
Number of pages: 3
Identifiers: 9936959308331
Academic Unit: King Abdulaziz University
Language: English
Resource Type: Journal article