most citedA model for the spread of an epidemic from local to global: A case study of COVID-19 in India

5 citations · 7 across the 3 of their papers we have counts for

collaborators

8 papers

math.NA2020

Preserving spectral properties of structured matrices under structured perturbations

Tinku Ganai, Bibhas Adhikari

This paper is devoted to the study of preservation of eigenvalues, Jordan structure and complementary invariant subspaces of structured matrices under structured perturbations. Per…

physics.soc-ph20205 cited

A model for the spread of an epidemic from local to global: A case study of COVID-19 in India

Buddhananda Banerjee, Pradumn Kumar Pandey, Bibhas Adhikari

In this paper we propose an epidemiological model for the spread of COVID-19. The dynamics of the spread is based on four fundamental categories of people in a population: Tested a…

cs.SI20202 cited

Why lockdown : On the spread of SARS-CoV-2 in India, a network approach

Pradumn Kumar Pandey, Bibhas Adhikari

We analyze the time series data of number of districts or cities in India that are affected by COVID-19 from March 01, 2020 to April 17, 2020. We study the data in the framework of…

quant-ph2020

Periodicity of lively quantum walks on cycles with generalized Grover coin

Rohit Sarma Sarkar, Amrita Mandal, Bibhas Adhikari

In this paper we extend the study of three state lively quantum walks on cycles by considering the coin operator as a linear sum of permutation matrices, which is a generalization…

math.NA2020

Updating structured matrix pencils with no spillover effect on unmeasured spectral data and deflating pair

Bibhas Adhikari, Biswa Nath Datta, Tinku Ganai +1

This paper is devoted to the study of perturbations of a matrix pencil, structured or unstructured, such that a perturbed pencil will reproduce a given deflating pair while maintai…

math.CO2019

On the eigenvalue region of permutative doubly stochastic matrices

Amrita Mandal, Bibhas Adhikari, M. Rajesh Kannan

This paper is devoted to the study of eigenvalue region of the doubly stochastic matrices which are also permutative, that is, each row of such a matrix is a permutation of any oth…