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Your search keyword '"94B05 (Primary), 11T71, 11F11 (Secondary)"' showing total 2 results
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2 results on '"94B05 (Primary), 11T71, 11F11 (Secondary)"'

1. On Eisenstein polynomials and zeta polynomials

Author

Miezaki, Tsuyoshi

Subjects
Mathematics - Combinatorics, Mathematics - Number Theory, 94B05 (Primary), 11T71, 11F11 (Secondary)
Abstract

Eisenstein polynomials, which were defined by Oura, are analogues of the concept of an Eisenstein series. Oura conjectured that there exist some analogous properties between Eisenstein series and Eisenstein polynomials. In this paper, we provide new analogous properties of Eisenstein polynomials and zeta polynomials. These properties are finite analogies of certain properties of Eisenstein series., Comment: 11 pages

Published
2018

2. On Eisenstein polynomials and zeta polynomials

Author

Tsuyoshi Miezaki

Subjects
Pure mathematics, Algebra and Number Theory, Mathematics - Number Theory, Mathematics::Number Theory, 010102 general mathematics, Mathematics::Spectral Theory, 01 natural sciences, 94B05 (Primary), 11T71, 11F11 (Secondary), symbols.namesake, 0103 physical sciences, Eisenstein series, symbols, FOS: Mathematics, Mathematics - Combinatorics, 010307 mathematical physics, Combinatorics (math.CO), Number Theory (math.NT), 0101 mathematics, Mathematics
Abstract

Eisenstein polynomials, which were defined by Oura, are analogues of the concept of an Eisenstein series. Oura conjectured that there exist some analogous properties between Eisenstein series and Eisenstein polynomials. In this paper, we provide new analogous properties of Eisenstein polynomials and zeta polynomials. These properties are finite analogies of certain properties of Eisenstein series., Comment: 11 pages

Published
2018
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