NUMERICAL RANGE OF SELF-INVERSE MATRICES

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Khademi Seyyed Nematollah

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Seminar Paper

Paper Information

Seminar: ANNUAL IRANIAN MATHEMATICS CONFERENCE
Year:2015 | Issue:46

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Title

NUMERICAL RANGE OF SELF-INVERSE MATRICES

Author(s)

Khademi Seyyed Nematollah | Issue Writer Certificate

Keywords

NUMERICAL RANGE

MATRICES

SELF-INVERSE

Abstract

FOR AN N´N MATRIX A, LET M (A) BE THE SMALLEST POSSIBLE CONSTANT IN THE INQUALITY (FORMULA). HERE P IS A POINT ON THE SMOOTH PORTION OF THE BOUNDARY ¶W(A) OF THE NUMERICAL RANGE A. RP (A) IS THE RADIUS OF CURVATURE ¶W (A) AT THIS POINT, AND DP (A) IS THE DISTANCE FROM P TO THE SPECTRUM OF A. IN THIS PAPER WE COMPUTE THEM (A) FOR MATRIX A IS SELF-INVERS.200 MATHEMATICS SUBJECT CLASSIFICATION. PRIMARY 47A12; SECONDARY 15A42, 14H50

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APA: Copy

Khademi, Seyyed Nematollah. (2015). NUMERICAL RANGE OF SELF-INVERSE MATRICES. ANNUAL IRANIAN MATHEMATICS CONFERENCE. SID. https://sid.ir/paper/920715/en

Vancouver: Copy

Khademi Seyyed Nematollah. NUMERICAL RANGE OF SELF-INVERSE MATRICES. 2015. Available from: https://sid.ir/paper/920715/en

IEEE: Copy

Seyyed Nematollah Khademi, “NUMERICAL RANGE OF SELF-INVERSE MATRICES,” presented at the ANNUAL IRANIAN MATHEMATICS CONFERENCE. 2015, [Online]. Available: https://sid.ir/paper/920715/en

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