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Faraday Discussions|November 4, 2010
First- and second-order wetting transitions at liquid-vapor interfacesK Koga, J O Indekeu, B WidomPhysical Review Letters|April 7, 2010
Infinite-order transitions in density-functional models of wettingK Koga, J O Indekeu, B WidomJournal of Physics. Condensed Matter : an Institute of Physics Journal|April 29, 2011
How much does the core structure of a three-phase contact line contribute to the line tension near a wetting transition?J O Indekeu, K Koga, B WidomThe Journal of Chemical Physics|August 21, 2007
Line and boundary tensions on approach to the wetting transitionK Koga, B WidomJournal of Physics. Condensed Matter : an Institute of Physics Journal|April 27, 2016
Density functional models of the interfacial tensions near the critical endpoints and tricritical point of three-phase equilibriaK Koga, B WidomThe Journal of Chemical Physics|March 29, 2013
Thermodynamic functions as correlation-function integralsK Koga, B WidomThe Journal of Physical Chemistry. B|January 12, 2013
Note on the calculation of the second osmotic virial coefficient in stable and metastable liquid statesB Widom, K KogaThe Journal of Chemical Physics|March 26, 2008
Mean-field density-functional model of a second-order wetting transitionK Koga, B WidomPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 17, 2013
Renormalization group calculations for wetting transitions of infinite order and continuously varying order: local interface Hamiltonian approachJ O Indekeu, K Koga, H Hooyberghs, et al.The Journal of Physical Chemistry. B|September 18, 2015
Deriving Second Osmotic Virial Coefficients from Equations of State and from ExperimentK Koga, Vincent Holten, B WidomPageof 34