1 citations · 4 across the 13 of their papers we have counts for
13 papers
On two conjectural series involving Riemann zeta function
Chuanan Wei, Ce Xu
Riemann zeta function is important in a lot of branches of number theory. With the help of the operator method and several transformation formulas for hypergeometric series, we pro…
On some conjectural series containing harmonic numbers of 3-order
Chuanan Wei, Ce Xu
Harmonic numbers are important in a lot of branches of number theory. By means of the derivative operator, the integral operator, and several summation and transformation formulas…
On some conjectural series containing binomial coefficients and harmonic numbers
Chuanan Wei
Binomial coefficients and harmonic numbers are important in many branches of number theory. With the help of the operator method and several summation and transformation formulas f…
On some conjectures of Z.-W. Sun involving harmonic numbers
Chuanan Wei
Harmonic numbers are significant in various branches of number theory. With the help of the digamma function, we prove ten conjectural series of Z.-W. Sun involving harmonic number…
Some fast convergent series for the mathematical constants and
Chuanan Wei
Recently, Sun [preprint, arXiv: 2210.07238v7] proposed two conjectural series for the mathematical constant and two conjectural series for the mathematical constant .…
On a conjectural series of Sun for the mathematical constant
Chuanan Wei
Series expansions for the mathematical constant are rare in the history. With the help of the operator method and a hypergeometric transformation, we prove a surprising conj…