Transforming binding affinities from three dimensions to two with application to cadherin clustering

Citation:

Yinghao Wu, Vendome, Jeremie , Shapiro, Lawrence , Ben-Shaul, Avinoam , and Honig, Barry . 2011. “Transforming Binding Affinities From Three Dimensions To Two With Application To Cadherin Clustering”. Nature, 475, Pp. 510-U107. doi:10.1038/nature10183.

Abstract:

Membrane-bound receptors often form large assemblies resulting from binding to soluble ligands, cell-surface molecules on other cells and extracellular matrix proteins(1). For example, the association of membrane proteins with proteins on different cells (trans-interactions) can drive the oligomerization of proteins on the same cell(2) (cis-interactions). A central problem in understanding the molecular basis of such phenomena is that equilibrium constants are generally measured in three-dimensional solution and are thus difficult to relate to the two-dimensional environment of a membrane surface. Here we present a theoretical treatment that converts three-dimensional affinities to two dimensions, accounting directly for the structure and dynamics of the membrane-bound molecules. Using a multiscale simulation approach, we apply the theory to explain the formation of ordered, junction-like clusters by classical cadherin adhesion proteins. The approach features atomic-scale molecular dynamics simulations to determine interdomain flexibility, Monte Carlo simulations of multidomain motion and lattice simulations of junction formation(3). A finding of general relevance is that changes in interdomain motion on trans-binding have a crucial role in driving the lateral, cis-, clustering of adhesion receptors.