Thomas Fink is a fellow of the London Institute for Mathematical Sciences, a nonprofit institute for physics and mathematics research. He is working with BHI on the topics of repairability and recombinatorial innovation. Thomas’ research interests include discrete dynamics, complex networks, and fundamental laws of biology.
The best companies will get back to the office — it’s the only way workers can read the room and optimally align their interactions.
Why does complexity accumulate in organizations? How can we manage its costs and benefits? We explore how to measure and tame complexity, building on lessons from biological, physical, and business systems.
Innovation drives technological change, but the rate of innovation can vary markedly from one technology to another.
Innovation is critical to sustained economic growth and mathematics can help us understand how it works
Innovation is often viewed as more art than science. But in reality, companies can improve their odds of sustained success by taking advantage of information about the unfolding innovation process.
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