F. Adler

Mathematical Modeling of Field Cancerization through the Lens of Cancer Behavioral Ecology

This paper develops a mathematical model of field cancerization, showing that restoring communication networks can lead to cancer regression, while long-term loss of control promotes oncogenesis.

Quantifying the Fitness Benefit of Learning in Changing Environments

This paper develops a mathematical model to quantify the fitness benefits of learning in changing environments, finding that learning is beneficial only when optimized and its benefit depends on resource value expectations.

Dynamics of the p53 response to ionizing and ultraviolet radiation

This paper proposes a mathematical model explaining how p53 exhibits distinct dynamic responses to ionizing and ultraviolet radiation, with implications for cell fate decisions.

The relationship between species richness and ecosystem variability is shaped by the mechanism of coexistence

The paper shows that species richness and ecosystem variability can have a positive relationship when coexistence mechanisms like the temporal storage effect and relative nonlinearity are considered.