From cells to companies: Study shows how diversity scales within complex systems
A new study in PNAS introduces a mathematical model that quantifies how different systems, from cells to organizations, diversify and specialize as they grow. The study finds that while systems vary in how much they invest in creating entirely new functions, once those functions exist, their subsequent growth follows a remarkably universal pattern. As most systems measured in the study got bigger, the pace at which they added new functions steadily slowed — a pattern known as sublinear growth.