activity
20122023
most citedOn some conjectural series containing binomial coefficients and harmonic numbers

1 citations · 4 across the 11 of their papers we have counts for

collaborators
Showing math.COShow all

14 papers · 1 filter

math.CO2024

Some -supercongruences for multiple basic hypergeometric series

Chuanan Wei

In terms of several summation and transformation formulas for basic hypergeometric series, two forms of the Chinese remainder theorem for coprime polynomials, the creative microsco…

math.CO2024

-Supercongruences for multidimensional series modulo the sixth power of a cyclotomic polynomial

Chuanan Wei

With the help of El Bachraoui's lemma, the creative microscoping method, and a new form of the Chinese remainder theorem for coprime polynomials, we prove a -supercongruence for…

math.CO2023

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…

math.CO2023

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…

math.CO20231 cited

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…

math.CO20231 cited

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…