Research·02 / 06
Fluctuations and growth in cell populations
Even in a constant environment, genetically identical cells grow and divide at different rates. I study how this variability shapes the growth of a population, its response to drugs, and its strategies to cope with a changing world.
Antibiotics · Lineage trees · Bet hedging
Lineages and populations
A growing population can be observed either by following single lineages or by taking snapshots of the whole population, and the two views give different statistics. We derived fluctuation relations that link them, obtained universal constraints on the strength of selection in lineage trees, and developed methods that work with the incomplete trees recorded in real experiments.
Bacteria and antibiotics
Small bacterial populations exposed to antibiotics can either recover or go extinct. We model how the drug inhibits growth, and showed that the interplay between stochastic division and death leads to a bistable growth regime in small populations.
Growth in an uncertain environment
When the environment fluctuates, a population can hedge its bets by switching between phenotypes. Using analogies with optimal betting, we identified phase transitions in optimal strategies and the Pareto-optimal trade-offs between growth and its fluctuations.
Publications 9
All publicationsSusceptibility of bacteria to antibiotics
- 2026
Growth bistability in small bacterial populations exposed to antibiotics
B. Ledoux, D. Lacoste · Phys. Rev. E 114, 034411
- 2025
Inhibition of bacterial growth by antibiotics
B. Ledoux, D. Lacoste · Phys. Biol. 22, 066007
Variability in growth and division
- 2023
Cell lineage statistics with incomplete population trees
A. Genthon, T. Nozoe, L. Peliti, D. Lacoste · PRX Life 1, 013014
- 2021
Universal constraints on selection strength in lineage trees
A. Genthon, D. Lacoste · Phys. Rev. Res. 3, 023181
- 2020
Fluctuation relations and fitness landscape of growing cell populations
A. Genthon, D. Lacoste · Sci. Rep. 10, 1038
- 2019
Linking lineage and population observables in biological branching processes
R. Garcia-Garcia, A. Genthon, D. Lacoste · Phys. Rev. E, 042413
Adaptation to an uncertain environment
- 2022
Pareto-optimal trade-off for phenotypic switching of populations in a stochastic environment
L. Dinis, J. Unterberger, D. Lacoste · J. Stat. Mech. 053503
- 2022
Adaptive strategies in Kelly's horse races model
A. Despons, L. Peliti, D. Lacoste · J. Stat. Mech. 093405
- 2020
Phase transitions in optimal strategies for gambling
L. Dinis, J. Unterberger, D. Lacoste · Europhys. Lett. 131, 60005