EXISTENCE AND NON-EXISTENCE RESULTS FOR A P(X)-BIHARMONIC PROBLEM

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ALIZADEH AFROUZI GHASEM; MIRZAPOUR MARYAM

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Seminar Paper

Paper Information

Seminar: ANNUAL IRANIAN MATHEMATICS CONFERENCE
Year:2013 | Issue:44

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Title

EXISTENCE AND NON-EXISTENCE RESULTS FOR A P(X)-BIHARMONIC PROBLEM

Author(s)

ALIZADEH AFROUZI GHASEM | MIRZAPOUR MARYAM | Issue Writer Certificate

Keywords

P(X)-BIHARMONIC

CRITICAL POINTS

MINIMUM PRINCIPLE

FOUNTAIN THEOREM

DUAL FOUNTAIN THEOREM

Abstract

IN THIS PAPER, WE STUDY THE FOLLOWING PROBLEM WITH NAVIER BOUNDARY CONDITIONS (FORMULA) WHERE &NBSP;W IS A BOUNDED DOMAIN IN RN WITH SMOOTH BOUNDARY ¶ W, N³1. P (X), Q (X) AND (X) ARE CONTINUOUS FUNCTIONS ON `W, L AND M ARE PARAMETERS. USING VARIATIONAL METHODS, WE ESTABLISH SOME EXISTENCE AND NON-EXISTENCE RESULTS OF SOLUTIONS FOR THIS PROBLEM.

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APA: Copy

ALIZADEH AFROUZI, GHASEM, & MIRZAPOUR, MARYAM. (2013). EXISTENCE AND NON-EXISTENCE RESULTS FOR A P(X)-BIHARMONIC PROBLEM. ANNUAL IRANIAN MATHEMATICS CONFERENCE. SID. https://sid.ir/paper/922885/en

Vancouver: Copy

ALIZADEH AFROUZI GHASEM, MIRZAPOUR MARYAM. EXISTENCE AND NON-EXISTENCE RESULTS FOR A P(X)-BIHARMONIC PROBLEM. 2013. Available from: https://sid.ir/paper/922885/en

IEEE: Copy

GHASEM ALIZADEH AFROUZI, and MARYAM MIRZAPOUR, “EXISTENCE AND NON-EXISTENCE RESULTS FOR A P(X)-BIHARMONIC PROBLEM,” presented at the ANNUAL IRANIAN MATHEMATICS CONFERENCE. 2013, [Online]. Available: https://sid.ir/paper/922885/en

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