activity
20182026
most citedEco-Evolutionary Dynamics of Bimatrix Games

20 citations · 20 across the 8 of their papers we have counts for

collaborators

8 papers

physics.soc-ph2026

Modeling microbiome dynamics on social networks: how between-host transmission shapes within-host evolution

Longmei Shu, Feng Fu

A social network perspective on the human microbiome is crucial for understanding how the interplay between within-host microbial dynamics and between-host transmission influences…

physics.soc-ph2023

Determinants of successful mitigation in coupled social-climate dynamics

Longmei Shu, Feng Fu

Understanding the impact of human behavior is crucial for successful mitigation of climate change across the globe. To shed light onto this issue, here we couple the forest dieback…

math.DS2023

Isospectral Reductions of Non-negative Matrices

Alexandre Baraviera, Pedro Duarte, Longmei Shu +1

Isospectral reduction is an important tool for network/matrix analysis as it reduces the dimension of a matrix/network while preserving its eigenvalues and eigenvectors. The main c…

math.DS2022★ 20 cited

Eco-Evolutionary Dynamics of Bimatrix Games

Longmei Shu, Feng Fu

Feedbacks between strategies and the environment are common in social-ecological, evolutionary-ecological, and even psychological-economic systems. Utilizing common resources is al…

math.DS2020

Local Immunodeficiency: Role of Neutral Viruses

Leonid Bunimovich, Longmei Shu

This paper analyzes the role of neutral viruses in the phenomenon of local immunodeficiency. We show that, even in the absence of altruistic viruses, neutral viruses can support th…

math.DS2018

Local Immunodeficiency: Minimal Networks and Stability

Leonid Bunimovich, Longmei Shu

Some basic aspects of the recently discovered phenomenon of local immunodeficiency \cite{pnas} generated by antigenic cooperation in cross-immunoreactivity (CR) networks are invest…

math.DS2018

On Attractors of Isospectral Compressions of Networks

Leonid Bunimovich, Longmei Shu

In the recently developed theory of isospectral transformations of networks isospectral compressions are performed with respect to some chosen characteristic (attribute) of nodes (…

math.DS2018

Generalized Eigenvectors of Isospectral Transformations,Spectral Equivalence and Reconstruction of Original Networks

Leonid Bunimovich, Longmei Shu

Isospectral transformations (IT) of matrices and networks allow for compression of either object while keeping all the information about their eigenvalues and eigenvectors.We analy…