N. S. Gov

The paper models one-dimensional multi-cellular migration, showing that cell-cell interactions lead to multiple motility modes and that MDCK cells operate near a balance between Contact Inhibition of Locomotion and Cryptic Lamellipodia.

The paper presents a theoretical model predicting oscillations in cellular polarization during directional decision-making at junctions, validated experimentally in two cell types.

This study reveals that animals use geometric principles to break multi-choice decisions into binary decisions during spatial navigation, supported by experiments with fruit flies, locusts, and zebrafish.

The paper models spider behavior using physical rules to explain complex mating and competition dynamics on webs.

The paper models cellular spreading and motility by simulating vesicle behavior with curved membrane proteins and active forces, showing how these factors drive lamellipodia formation and motility.