Alternate Sylvester sums on the Frobenius set

Type: Article

Publication Date: 2008-04-25

Citations: 14

DOI: https://doi.org/10.1016/j.camwa.2008.02.031

View

Locations

  • Computers & Mathematics with Applications - View

Similar Works

Action Title Year Authors
+ PDF Chat Sylvester power and weighted sums on the Frobenius set in arithmetic progression 2022 Takao Komatsu
+ PDF Chat WEIGHTED SYLVESTER SUMS ON THE FROBENIUS SET IN MORE VARIABLES 2022 Takao Komatsu
Yuan Zhang
+ Sylvester power and weighted sums on the Frobenius set in arithmetic progression 2022 Takao Komatsu
+ PDF Chat Weighted Sylvester sums on the Frobenius set 2021 Takao Komatsu
Yuan Zhang
+ Weighted Sylvester sums on the Frobenius set 2021 Takao Komatsu
Yuan Zhang
+ PDF Chat Sylvester Sums on the Frobenius Set in Arithmetic Progression with Initial Gaps 2023 Takao Komatsu
+ Frobenius numbers, Sylvester numbers and sums associated with number of solutions 2021 Takao Komatsu
+ Generalization of a Result of Sylvester Regarding the Frobenius Coin Problem in Two Variables 2021 Damanvir Singh Binner
+ The recurrence sequences via Sylvester matrices 2017 Erdal Karaduman
Ă–mĂĽr Deveci
+ Some identities on the Bernoulli, Euler and Genocchi polynomials via power sums and alternate power sums 2008 Hongmei Liu
Weiping Wang
+ Weighted Sylvester sums on the Frobenius set 2021 Takao Komatsu
Yuan Zhang
+ Sylvester sums on the Frobenius set in arithmetic progression 2022 Takao Komatsu
+ PDF Chat New formulae of products of the Frobenius-Euler polynomials 2014 Yuan He
Sherry J Wang
+ Some new formulas for the products of the Frobenius-Euler polynomials 2017 SU Dan-dan
Yuan He
+ PDF Chat Sylvester Sums on the Frobenius Set in Arithmetic Progression 2022 Takao Komatsu
+ The Padovan-Pell-Slyvester sequences and their applications 2017 Ă–mĂĽr Deveci
+ Generalization of a Result of Sylvester Regarding the Frobenius Coin Problem and an Elementary Proof of Eisenstein's Lemma for Jacobi Symbols 2021 Damanvir Singh Binner
+ Generalization of a Result of Sylvester Regarding the Frobenius Coin Problem and an Elementary Proof of Eisenstein's Lemma for Jacobi Symbols 2021 Damanvir Singh Binner
+ Sylvester double sums and subresultants 2010 Marie-Françoise Roy
Aviva Szpirglas
+ Canonical Forms of Binary Forms: Variations on a Theme of Sylvester 1990 Joseph P. S. Kung

Citing (18)

Action Title Year Authors
+ The frobenius problem 1989 Ravi Kannan
+ Degenerate Bernoulli polynomials, generalized factorial sums, and their applications 2007 Paul Thomas Young
+ Stirling's Series and Bernoulli Numbers 1991 Elias Deeba
Dennis M. Rodriguez
+ An identity of symmetry for the Bernoulli polynomials 2007 Sheng-Liang Yang
+ The Frobenius problem, sums of powers of integers, and recurrences for the Bernoulli numbers 2005 Hans J. H. Tuenter
+ Explicit formulas for degenerate Bernoulli numbers 1996 F. T. Howard
+ Notes on degenerate numbers 2007 Mehmet Cenkci
F. T. Howard
+ Applications of a Recurrence for the Bernoulli Numbers 1995 F. T. Howard
+ Some identities on the Bernoulli, Euler and Genocchi polynomials via power sums and alternate power sums 2008 Hongmei Liu
Weiping Wang
+ A Symmetry of Power Sum Polynomials and Bernoulli Numbers 2001 Hans J. H. Tuenter
+ On a Problem of Partitions II 1954 Alfred Brauer
B. M. Seelbinder
+ On a Problem of Partitions 1942 Alfred Brauer
+ Number Theory 1: Fermat's Dream 2000 Kazuya Kato
Nobushige Kurokawa
Takeshi Saito
+ Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables 1965 D. B. Owen
Milton Abramowitz
Irene A. Stegun
+ Advanced Combinatorics 1974 Louis Comtet
+ A Symmetry of Power Sum Polynomials and Bernoulli Numbers 2001 Hans J. H. Tuenter
+ Handbook of Mathematical Functions with Formulas, Graphs, and Mathematical Tables 1965 J. W. W.
Milton Abramowitz
Irene A. Stegun
+ A Remark Related to the Frobenius Problem 1993 Tom C. Brown
Peter Jau-Shyong Shiue