DETERMINANT REPRESENTATIONS OF SEQUENCES

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MOGHADDAMFAR A.R.; Salehy S.N.

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Seminar Paper

Paper Information

Seminar: CONFERENCE ON COMPUTATIONAL GROUP THEORY, COMPUTATIONAL NUMBER THEORY AND APPLICATIONS
Year:2015 | Issue:2

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Title

DETERMINANT REPRESENTATIONS OF SEQUENCES

Author(s)

MOGHADDAMFAR A.R. | Salehy S.N. | Issue Writer Certificate

Keywords

DETERMINANT

GENERALIZED PASCAL TRIANGLE

(QUASI) TOEPLITZ MATRIX

(QUASI) PASCALLIKE MATRIX

FIBONACCI (LUCAS

JACOBSTHAL AND PELL) SEQUENCE

Abstract

IN THIS TALK WE RECALL SOME RECENT RESULTS CONCERNING (INTEGER) MATRICES WHOSE LEADING PRINCIPAL MINORS FORM WELL-KNOWN SEQUENCES SUCH AS FIBONACCI, LUCAS, JACOBSTHAL AND PELL (SUB) SEQUENCES.THERE ARE MANY DIFFERENT WAYS OF CONSTRUCTING SUCH MATRICES. SOME OF THESE MATRICES ARE CONSTRUCTED BY HOMOGENEOUS OR NON-HOMOGENEOUS RECURRENCE RELATIONS, AND OTHERS ARE CONSTRUCTED BY CONVOLUTION OF TWO SEQUENCES. HERE, WE WILL ILLUSTRATE THE IDEA OF SOME METHODS BY CONSTRUCTING SOME INTEGER MATRICES OF THIS KIND.

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APA: Copy

MOGHADDAMFAR, A.R., & Salehy, S.N.. (2015). DETERMINANT REPRESENTATIONS OF SEQUENCES. CONFERENCE ON COMPUTATIONAL GROUP THEORY, COMPUTATIONAL NUMBER THEORY AND APPLICATIONS. SID. https://sid.ir/paper/930490/en

Vancouver: Copy

MOGHADDAMFAR A.R., Salehy S.N.. DETERMINANT REPRESENTATIONS OF SEQUENCES. 2015. Available from: https://sid.ir/paper/930490/en

IEEE: Copy

A.R. MOGHADDAMFAR, and S.N. Salehy, “DETERMINANT REPRESENTATIONS OF SEQUENCES,” presented at the CONFERENCE ON COMPUTATIONAL GROUP THEORY, COMPUTATIONAL NUMBER THEORY AND APPLICATIONS. 2015, [Online]. Available: https://sid.ir/paper/930490/en

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