One-Dimensional Discrete Hardy and Rellich Inequalities on Integers

a correlation between combinatorial identities and functional identities. [3/3 of https://t.co/YouVWcZGNO]

remainder terms. We also find explicit constants in standard and weighted Rellich inequalities and its higher order versions. As a by-product of this work we derive a combinatorial identity using purely analytic methods. This suggests [2/3 of https://t.co/

In this paper, we consider a weighted version of one-dimensional discrete Hardy inequalities with power weights of the form $n^\alpha$. We prove the inequality when $\alpha$ is an even natural number with the sharp constant and [1/3 of https://t.co/YouVWcZ

Shubham Gupta: One-dimensional discrete Hardy and Rellich inequalities on integers https://t.co/V6n0L4RWpM https://t.co/6aEl7kxoeQ