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Polymers|April 12, 2019
Statistical and Dynamical Properties of Topological Polymers with Graphs and Ring Polymers with KnotsTetsuo Deguchi, Erica UeharaThe Journal of Chemical Physics|February 12, 2015
Statistical and hydrodynamic properties of double-ring polymers with a fixed linking number between twin ringsErica Uehara, Tetsuo DeguchiJournal of Physics. Condensed Matter : an Institute of Physics Journal|August 21, 2015
Characteristic length of the knotting probability revisitedErica Uehara, Tetsuo DeguchiThe Journal of Chemical Physics|December 10, 2017
Scaling behavior of knotted random polygons and self-avoiding polygons: Topological swelling with enhanced exponentErica Uehara, Tetsuo DeguchiThe Journal of Chemical Physics|November 3, 2016
Statistical and hydrodynamic properties of topological polymers for various graphs showing enhanced short-range correlationErica Uehara, Tetsuo DeguchiThe Journal of Chemical Physics|September 10, 2017
Knotting probability of self-avoiding polygons under a topological constraintErica Uehara, Tetsuo DeguchiSoft Matter|March 25, 2026
Decoupling the structural origins of strength and toughness in industrially relevant heterogeneous elastomersYuri Ishikura, Erica Uehara, Yuji HiguchiPageof 1