Related Experiment Video
Updated: Feb 8, 2026

Determining Membrane Protein Topology Using Fluorescence Protease Protection FPP
Published on: April 20, 2015
Competition for Space Is Controlled by Apoptosis-Induced Change of Local Epithelial Topology
Alice Tsuboi1, Shizue Ohsawa2, Daiki Umetsu3
1Graduate School of Sciences, Osaka University, Toyonaka 560-0043, Japan.
Abstract:
During the initial stage of tumor progression, oncogenic cells spread despite spatial confinement imposed by surrounding normal tissue. This spread of oncogenic cells (winners) is thought to be governed by selective killing of surrounding normal cells (losers) through a phenomenon called "cell competition" (i.e., supercompetition). Although the mechanisms underlying loser elimination are increasingly apparent, it is not clear how winner cells selectively occupy the space made available following loser apoptosis. Here, we combined live imaging analyses of two different oncogenic clones (Yki/YAP activation and Ras activation) in the Drosophila epithelium with computer simulation of tissue mechanics to elucidate such a mechanism. Contrary to the previous expectation that cell volume loss after apoptosis of loser cells was simply compensated for by the faster proliferation of winner cells, we found that the lost volume was compensated for by rapid cell expansion of winners. Mechanistically, the rapid winner-dominated cell expansion was driven by apoptosis-induced epithelial junction remodeling, which causes re-connection of local cellular connectivity (cell topology) in a manner that selectively increases winner apical surface area. In silico experiments further confirmed that repetition of loser elimination accelerates tissue-scale winner expansion through topological changes over time. Our proposed mechanism for linking loser death and winner expansion provides a new perspective on how tissue homeostasis disruption can initiate from an oncogenic mutation.
Insights
Oncogenic cells expand rapidly by taking up space from dying normal cells, driven by tissue remodeling and changes in cell connections, not just faster growth. This offers new insights into tumor progression and tissue disruption.
Area of Science:
- Developmental Biology
- Cell Biology
- Cancer Biology
Background:
- Tumor progression involves oncogenic cells spreading despite normal tissue constraints.
- Cell competition, where "winner" oncogenic cells eliminate "loser" normal cells, is a key mechanism.
- The process of winner cells occupying space after loser cell death remains unclear.
Purpose of the Study:
- To elucidate the mechanism by which oncogenic "winner" cells occupy space vacated by apoptotic "loser" cells.
- To investigate the role of tissue mechanics and cell topology in this process.
- To understand how oncogenic mutations disrupt tissue homeostasis.
Main Methods:
- Live imaging of Drosophila epithelium with oncogenic clones (Yki/YAP and Ras activation).
- Computer simulations of tissue mechanics.
- Analysis of epithelial junction remodeling and cell topology changes.
Main Results:
- Winner cells compensate for lost volume through rapid cell expansion, not just proliferation.
- Apoptosis-induced epithelial junction remodeling drives winner cell expansion.
- Changes in cell connectivity (topology) selectively increase winner cell apical surface area.
- In silico experiments confirm accelerated tissue-scale winner expansion via topological changes.
Conclusions:
- A novel mechanism links loser cell death to winner cell expansion through apoptosis-induced tissue remodeling and topological changes.
- This provides a new perspective on how oncogenic mutations initiate tissue homeostasis disruption.
- The findings highlight the importance of cell competition and tissue mechanics in early tumor development.
More Related Videos
Related Concept Videos
Competition
Apoptosis
Global Climate Change
Space Trusses
At the core of a space truss lies the fundamental unit known as the tetrahedron. This structure is composed of six members that form a three-dimensional shape...
State Space Representation
Consider an RLC circuit, a...
Rates of Change

