most citedOn the convexity of Berezin range and Berezin radius inequalities via a class of semi-norms

1 citations · 1 across the 6 of their papers we have counts for

collaborators

9 papers

astro-ph.GA2026

Continuous-Time Modelling of Black Hole Binary Evolution with Neural ODEs

Julian Chan, Alessia Gualandris, Payel Das

Pulsar timing arrays (PTAs) can detect the low-frequency stochastic gravitational-wave background (GWB) generated by an ensemble of supermassive black hole binaries (BHBs). Accurat…

math.PR2026

Gamma Hedging without Rough Paths

John Armstrong, Purba Das

We show how the robustness of gamma hedging can be understood without using rough-path theory. Instead, we use the concepts of variation along a partition sequence and Tay…

math.NT2025

Products of Tribonacci Numbers that are the Products of Factorials

Pranabesh Das, J. C. Saunders

In 2014 Marques and Lengyel gave all of the solutions to the equation , where is the th term of the Tribonacci sequence . In 2023 Alahmad…

q-fin.ST2025

Noise estimation of SDE from a single data trajectory

Munawar Ali, Purba Das, Qi Feng +2

In this paper, we propose a data-driven framework for model discovery of stochastic differential equations (SDEs) from a single trajectory, without requiring the ergodicity or stat…

math.FA20251 cited

On the convexity of Berezin range and Berezin radius inequalities via a class of semi-norms

Athul Augustine, P. Hiran Das, Pintu Bhunia +1

This paper introduces a new family of semi-norms, say -Berezin norm on the space of all bounded linear operators defined on a reproducing kernel Hilbert space…

math.PR2025

A rough path approach to pathwise stochastic integration à la Föllmer

Purba Das, Anna P. Kwossek, David J. Prömel

We develop a general framework for pathwise stochastic integration that extends Föllmer's classical approach beyond gradient-type integrands and standard left-point Riemann sums an…