activity
20042013
most citedCharacterizing Complex Particle Morphologies Through Shape Matching: Descriptors, Applications, and Algorithms

693 citations · 4.8k across the 8 of their papers we have counts for

collaborators

8 papers

q-bio.QM2013★ 692 cited

Statistical Methods for Estimating Complexity from Competition Experiments between Two Populations

Stephen Montgomery-Smith, Francis J. Schmidt

Often a screening or selection experiment targets a cell or tissue, which presents many possible molecular targets and identifies a correspondingly large number of ligands. We desc…

cs.CV2012★ 2 cited

Optimization in Differentiable Manifolds in Order to Determine the Method of Construction of Prehistoric Wall-Paintings

Dimitris Arabadjis, Panayiotis Rousopoulos, Constantin Papaodysseus +3

In this paper a general methodology is introduced for the determination of potential prototype curves used for the drawing of prehistoric wall-paintings. The approach includes a) p…

astro-ph.HE2011★ 692 cited

Is Cen A surrounded by tens EeV Multiplet?

D. Fargion

Ultra High Energy Cosmic Rays (UHECR) at GZK cut off energy (E \geq 55 EeV eV) may keep sharp or diffused directionality wherever their composition is made by nucleon or light nucl…

math.PR2011★ 692 cited

Convergence to equilibrium in Wasserstein distance for Fokker-Planck equations

François Bolley, Ivan Gentil, Arnaud Guillin

We describe conditions on non-gradient drift diffusion Fokker-Planck equations for its solutions to converge to equilibrium with a uniform exponential rate in Wasserstein distance.…

cond-mat.str-el2011★ 692 cited

Geometrically-Frustrated Pseudogap Phase of Coulomb Liquids

Y. Pramudya, H. Terletska, S. Pankov +2

We study a class of models with long-range repulsive interactions of the generalized Coulomb form . We show that decreasing the interaction exponent in the regime $…

math.CO2011★ 692 cited

Counting loopy graphs with given degrees

Brendan D. McKay, Catherine Greenhill

Let d=(d_1,d_2,..., d_n) be a vector of non-negative integers. We study the number of symmetric 0-1 matrices whose row sum vector equals d. While previous work has focussed on the…