Point Forces and Their Alternatives in Cell-Based Models for Skin Contraction. - Qiyao Peng 002; Fred J. Vermolen (ENUMATH, 2019)

A Formalism for Modelling Traction forces and Cell Shape Evolution during Cell Migration in Various Biomedical Processes. - Qiyao Peng 002; Fred J. Vermolen; Daphne Weihs (CoRR, 2020)

Upscaling between an Agent-Based Model (Smoothed Particle Approach) and a Continuum-Based Model for Skin Contractions. - Qiyao Peng 002; Fred J. Vermolen (CoRR, 2021)

Physical Confinement and Cell Proximity Increase Cell Migration Rates and Invasiveness: A Mathematical Model of Cancer Cell Invasion through Flexible Channels. - Qiyao Peng 002; Fred J. Vermolen; Daphne Weihs (CoRR, 2022)

Numerical methods to compute stresses and displacements from cellular forces: Application to the contraction of tissue. - Qiyao Peng 002; Fred J. Vermolen (J. Comput. Appl. Math., 2022)

Point forces in elasticity equation and their alternatives in multi dimensions. - Qiyao Peng 002; Fred J. Vermolen (Math. Comput. Simul., 2022)

Quality of approximating a mass-emitting object by a point source in a diffusion model. - Qiyao Peng 002; Sander C. Hille (Comput. Math. Appl., 2023)

Using multiple Dirac delta points to describe inhomogeneous flux density over a cell boundary in a single-cell diffusion model. - Qiyao Peng 002; Sander C. Hille (CoRR, 2024)

A Multi-Dimensional Mathematical Model for Surface Exerted Point Forces in Elastic Media. - Sabia Asghar; Qiyao Peng 002; Fred J. Vermolen (CoRR, 2024)

Approximating a spatially-heterogeneously mass-emitting object by multiple point sources in a diffusion model. - Qiyao Peng 002; Sander C. Hille (CoRR, 2025)