AN ANALYTICAL APPROACH ON THE EXISTENCE AND UNIQUENESS SOLUTION OF AN ELLIPTIC SYSTEM

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PARSIAN ALI; PARSIAN ZAHRA

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Seminar Paper

Paper Information

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

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Title

AN ANALYTICAL APPROACH ON THE EXISTENCE AND UNIQUENESS SOLUTION OF AN ELLIPTIC SYSTEM

Author(s)

PARSIAN ALI | PARSIAN ZAHRA | Issue Writer Certificate

Keywords

HARMONIC

SUBHARMONIC

BOUNDARY BEHAVIOR

Abstract

IN THIS WORK WE GENERALIZE THE PROBLEM OF EXISTENCE AND UNIQUENESS OF LOCAL MAXIMUM AND MINIMUM POINTS OF HARMONIC AND SUB HARMONIC FUNCTIONS DEFINED ON AN OPEN OR COMPACT SUBSET OF THE EUCLIDEAN SPACE. THEN AS A GENERALIZATION WE INVESTIGATE THIS PROBLEM FOR FUNCTIONS WITH SIMILAR DOMAINS WHICH VANISHES THE ELLIPTIC OPERATOR. THEN SOME APPLICATIONS OF THIS STUDY WILL BE FOLLOWED ON THE THEORY OF BOUNDARY VALUE PROBLEMS.

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APA: Copy

PARSIAN, ALI, & PARSIAN, ZAHRA. (2013). AN ANALYTICAL APPROACH ON THE EXISTENCE AND UNIQUENESS SOLUTION OF AN ELLIPTIC SYSTEM. ANNUAL IRANIAN MATHEMATICS CONFERENCE. SID. https://sid.ir/paper/924499/en

Vancouver: Copy

PARSIAN ALI, PARSIAN ZAHRA. AN ANALYTICAL APPROACH ON THE EXISTENCE AND UNIQUENESS SOLUTION OF AN ELLIPTIC SYSTEM. 2013. Available from: https://sid.ir/paper/924499/en

IEEE: Copy

ALI PARSIAN, and ZAHRA PARSIAN, “AN ANALYTICAL APPROACH ON THE EXISTENCE AND UNIQUENESS SOLUTION OF AN ELLIPTIC SYSTEM,” presented at the ANNUAL IRANIAN MATHEMATICS CONFERENCE. 2013, [Online]. Available: https://sid.ir/paper/924499/en

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