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19982026
most citedElliptic flow of charged particles in Pb-Pb collisions at 2.76 TeV

876 citations

Showing 2025Show all

28 papers · 1 filter

cs.IT2025

On the construction of Cauchy MDS matrices over Galois rings via nilpotent elements and Frobenius maps

Shakir Ali, Atif Ahmad Khan, Abhishek Kesarwani

Let be the positive integers and be any prime number. Next, let be a Galois ring of characteristic and cardinality . In the present paper,…

eess.SY2025★ 7 cited

Scalable Multisubject Vital Sign Monitoring With mmWave FMCW Radar and FPGA Prototyping

Jewel Benny, Narahari N. Moudhgalya, Mujeev Khan +3

In this work, we introduce an innovative approach to estimate the vital signs of multiple human subjects simultaneously in a non-contact way using a Frequency Modulated Continuous…

eess.SY2025★ 12 cited

Design and Measurements of mmWave FMCW Radar Based Non-Contact Multi-Patient Heart Rate and Breath Rate Monitoring System

Jewel Benny, Pranjal Mahajan, Srayan Sankar Chatterjee +2

Recent developments in mmWave radar technologies have enabled the truly non-contact heart-rate (HR) and breath-rate (BR) measurement approaches, which provides a great ease in pati…

cond-mat.stat-mech2025

Extreme events scaling in self-organized critical models

Abdul Quadir, Haider Hasan Jafri

We study extreme events of avalanche activities in finite-size two-dimensional self-organized critical (SOC) models, specifically the stochastic Manna model (SMM) and the Bak-Tang-…

physics.optics2025★ 2 cited

Integration of -emitters in silicon-on-insulator nanodisks metasurface

Joshua Bader, Hamed Arianfard, Vincenzo Ciavolino +2

Erbium () emitters are relevant for optical applications due to their narrow emission line directly in the telecom C-band due to the ${}^\text{4}\text{I}_{\text{13/…

math.RT2025

Idempotent & Nilpotent Operators and Matrices in Bicomplex Space

Anjali Anjali, Akhil Prakash, Amita Amita +1

This paper explores idempotent and nilpotent operators in bicomplex spaces, focusing on their properties and behavior. We define idempotent and nilpotent matrices in this framework…