2 citations · 2 across the 8 of their papers we have counts for
8 papers
Introduction to generalised Cesaro convergence II
Richard Stone
In this second of three introductory papers, we extend the notion of generalised Cesaro summation/convergence to the more natural setting of what we call remainder Cesaro summation…
Introduction to generalised Cesaro convergence III
Richard Stone
This is the third and last of three papers introducing generalised Cesaro convergence and is split into two parts. In part 1 we introduce the notion of a "Cesaro-adapted scale" and…
Introduction to generalised Cesaro convergence I
Richard Stone
This is the first in a set of three papers providing an introduction to generalised Cesaro convergence. We start with traditional Cesaro methods for extending classical convergence…
Bootstrapping mirror pairs: The beginning of the end
Leyi Jiang, Jazz E. Z. Ooi, Richard Stone +1
Three-dimensional supersymmetric gauge theories with eight supercharges possess a unique duality known as 3D mirror symmetry. Under this correspondence, the Coulomb branch of one t…
Symmetric Rearrangement and Geometric Inequalities on Riemannian Manifolds
Richard Stone
This paper starts by introducing results from geometric measure theory to prove symmetric decreasing rearrangement inequalities on , which give multiple proofs of the…
Generalised root identities for zeta functions of curves over finite fields
Richard Stone
We consider generalised root identities for zeta functions of curves over finite fields, ζ_{k}, and compare with the corresponding analysis for the Riemann zeta function. We verify…
Exact & Numerical Tests of Generalised Root Identities for non-integer μ
Richard Stone
We consider the generalised root identities introduced in [1] for simple functions, and also for Γ(z+1) and ζ(s). In this paper, unlike [1], we focus on the case of noninteger μ. F…
Generalised Cesaro Convergence, Root Identities and the Riemann Hypothesis
Richard Stone
We extend the notion of generalised Cesaro summation/convergence developed previously to the more natural setting of what we call "remainder" Cesaro summation/convergence and, afte…