53 citations · 61 across the 5 of their papers we have counts for
5 papers
Eigenvalues of neutral networks: interpolating between hypercubes
T. Reeves, R. S. Farr, J. Blundell +2
A neutral network is a subgraph of a Hamming graph, and its principal eigenvalue determines its robustness: the ability of a population evolving on it to withstand errors. Here we…
Regular neutral networks outperform robust ones by reaching their top growth rate more quickly
J. R. Blundell, A. Gallagher, T. M. A Fink
We study the relative importance of "top-speed" (long-term growth rate) and "acceleration" (how quickly the long-term growth rate can be reached) in the evolutionary race to increa…
Network disorder and nonaffine deformations in marginal solids
Alessio Zaccone, Jamie R. Blundell, Eugene M. Terentjev
The most profound effect of disorder on the elastic response of solids is the nonaffinity of local displacements whereby the atoms (particles, network junctions) do not simply foll…
Buckling of semiflexible filaments under compression
J. R. Blundell, E. M. Terentjev
A model for filament buckling at finite temperatures is presented. Starting from the classical worm-like chain model under constant compression, we use a mean-field approach for fi…
Affine model of stress stiffening in semiflexible filament networks
J. R. Blundell, E. M. Terentjev
We present a revised theoretical study of the affine assumption applied to semiflexible networks. Drawing on simple models of semiflexible worm-like chains we derive an expression…