Add to ORKGAbstract. We present a simple method for evaluation of multiple Euler sums in terms of single and double zeta values. 2000 Mathematics Subject Classification. 11M99, 40B05. 1. Introduction. W
In response to a letter from Goldbach, Euler considered sums of the form 1 X k=1 ` 1 + 1 2 m ...
Multiple zeta values are the numbers defined by the convergent series ζ(s1,s2,…,sk)=∑n1>n2>⋯>nk>0(1/...
Euler considered sums of the form [formula unable to be reproduced here]. Here natural generalizatio...
Abstract. We present a simple method for evaluation of multiple Euler sums in terms of single and do...
Abstract. We present a simple method for evaluation of multiple Euler sums in terms of single and do...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r = 1,2,... in te...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r = 1,2,... in te...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r = 1,2,... in te...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r=1,2,… in terms ...
AbstractThe sum formula is a basic identity of multiple zeta values that expresses a Riemann zeta va...
The sum formula is a basic identity of multiple zeta values that expresses a Riemann zeta value as a...
In this note we present an elementary method of determining values of the zeta function ()zζ for 0, ...
Euler sums (also called Zagier sums) occur within the context of knot theory and quantum field theor...
AbstractFor positive integers α1,α2,…,αr with αr⩾2, the multiple zeta value or r-fold Euler sum is d...
textIn this paper, the methods of D. Zagier, J. Borwein, and R. Girgensohn for proving evaluations ...
In response to a letter from Goldbach, Euler considered sums of the form 1 X k=1 ` 1 + 1 2 m ...
Multiple zeta values are the numbers defined by the convergent series ζ(s1,s2,…,sk)=∑n1>n2>⋯>nk>0(1/...
Euler considered sums of the form [formula unable to be reproduced here]. Here natural generalizatio...
Abstract. We present a simple method for evaluation of multiple Euler sums in terms of single and do...
Abstract. We present a simple method for evaluation of multiple Euler sums in terms of single and do...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r = 1,2,... in te...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r = 1,2,... in te...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r = 1,2,... in te...
We describe a simple method for a consecutive evaluation of the Euler sums S(r,p), r=1,2,… in terms ...
AbstractThe sum formula is a basic identity of multiple zeta values that expresses a Riemann zeta va...
The sum formula is a basic identity of multiple zeta values that expresses a Riemann zeta value as a...
In this note we present an elementary method of determining values of the zeta function ()zζ for 0, ...
Euler sums (also called Zagier sums) occur within the context of knot theory and quantum field theor...
AbstractFor positive integers α1,α2,…,αr with αr⩾2, the multiple zeta value or r-fold Euler sum is d...
textIn this paper, the methods of D. Zagier, J. Borwein, and R. Girgensohn for proving evaluations ...
In response to a letter from Goldbach, Euler considered sums of the form 1 X k=1 ` 1 + 1 2 m ...
Multiple zeta values are the numbers defined by the convergent series ζ(s1,s2,…,sk)=∑n1>n2>⋯>nk>0(1/...
Euler considered sums of the form [formula unable to be reproduced here]. Here natural generalizatio...