Quasi steady state approximation of the small clusters in Becker-D\" oring equations leads to boundary conditions in the Lifshitz-Slyozov limit
This papers addresses the connection between two classical models of phase transition
phenomena describing different stages of the growth of clusters. The Becker-D\" oring model …
phenomena describing different stages of the growth of clusters. The Becker-D\" oring model …
Estimation from moments measurements for amyloid depolymerisation
Estimating reaction rates and size distributions of protein polymers is an important step for
understanding the mechanisms of protein misfolding and aggregation, a key feature for …
understanding the mechanisms of protein misfolding and aggregation, a key feature for …
Information content in data sets for a nucleated-polymerization model
We illustrate the use of statistical tools (asymptotic theories of standard error quantification
using appropriate statistical models, bootstrapping, and model comparison techniques) in …
using appropriate statistical models, bootstrapping, and model comparison techniques) in …
Information content in data sets: A review of methods for interrogation and model comparison
HT Banks, ML Joyner - Journal of Inverse and Ill-Posed Problems, 2018 - degruyter.com
In this review we discuss methodology to ascertain the amount of information in given data
sets with respect to determination of model parameters with desired levels of uncertainty. We …
sets with respect to determination of model parameters with desired levels of uncertainty. We …
From a stochastic Becker-Döring model to the Lifschitz-Slyozov equation with boundary value
R Yvinec, J Deschamps, E Hingant - 2014 - hal.science
We deal with the convergence in law of the stochastic Becker-Döring process to the Lifschitz-
Slyozov partial differential equation, up to a small scaling parameter. The former is a …
Slyozov partial differential equation, up to a small scaling parameter. The former is a …