activity
20002015
most citedDeriving the Rosenfeld Functional from the Virial Expansion

18 citations · 44 across the 8 of their papers we have counts for

collaborators

8 papers

cond-mat.soft2015★ 1 cited

Lattice-Fluid Models derived from Density Functional Theory

Stephan Korden

In the current article, we rederive the lattice-fluid excess models UNIQUAC, UNIFAC, and COSMO-RS from a continuum functional. The calculation explains the missing dependence on th…

cond-mat.soft2015★ 2 cited

Distribution Functionals for Hard Particles in N Dimensions

Stephan Korden

The current article completes our investigation of the hard-particle interaction by determining their distribution functionals. Beginning with a short review of the perturbation ex…

cond-mat.soft2014★ 2 cited

Density Functional Theory for Hard Particles in N Dimensions

Stephan Korden

Recently it has been shown that the heuristic Rosenfeld functional derives from the virial expansion for particles which overlap in one center. Here, we generalize this approach to…

cond-mat.soft2014★ 14 cited

Deriving fundamental measure theory from the virial series: Consistency with the zero-dimensional limit

Matthieu Marechal, Stephan Korden, Klaus Mecke

Fundamental measure theory (FMT) for hard particles has great potential for predicting the phase behavior of colloidal and nanometric shapes. The modern versions of FMT are usually…

cond-mat.stat-mech2012★ 4 cited

Beyond the Rosenfeld Functional: Loop Contributions in Fundamental Measure Theory

Stephan Korden

The Rosenfeld functional provides excellent results for the prediction of the fluid phase of hard convex particle systems but fails beyond the freezing point. The reason for this l…

math-ph2011★ 18 cited

Deriving the Rosenfeld Functional from the Virial Expansion

Stephan Korden

In this article we replace the semi-heuristic derivation of the Rosenfeld functional of hard convex particles with the systematic calculation of Mayer clusters. It is shown that ea…

math-ph2011★ 1 cited

A Short Proof of the Reducibility of Hard-Particle Cluster Integrals

Stephan Korden

The current article considers Mayer cluster integrals of n-dimensional hard particles in the n>1 dimensional flat Euclidean space. Extending results from Wertheim and Rosenfeld, we…

hep-th2000★ 2 cited

W Algebras from AdS/CFT Correspondence

S. Korden

We consider a system of D5/D1 branes in the supergravity background AdS_3xS^3xX, where X is T^4 or K3. By investigating the structure of the missing states in the conformal descrip…