

Alain Goriely
Gresham Professor of Geometry and applied mathematician specializing in dynamical systems and mathematical biology, known for work on growth, plant morphology, and mechanics.
Top 3 podcasts with Alain Goriely
Ranked by the Snipd community

Dec 15, 2025 • 55min
The Shape of Plants: Why Plants Love Mathematics and Mathematicians Love Plants - Alain Goriely
Alain Goriely, a renowned mathematician specializing in mathematical biology, discusses the beautiful patterns found in plants, linking their shapes to math. He explains concepts like phyllotaxis, Fibonacci numbers, and the golden angle, revealing how plants optimize their growth patterns. Goriely also delves into the mechanics of carnivorous plants and their unique adaptations for prey capture. His insights highlight the fascinating intersection of geometry and biology, showcasing why the plant world captivates both mathematicians and nature enthusiasts alike.

Sep 20, 2024 • 55min
Does having a big brain make your smarter? - Alain Goriely
Alain Goriely, a leading researcher in mathematical brain studies and Gresham Professor of Geometry, dives into the relationship between brain size and intelligence. He challenges the myth that bigger brains mean smarter minds, discussing how statistical methods can uncover deeper insights. The conversation covers historical contexts like phrenology, modern studies using MRI technology, and emphasizes the importance of neuron count over mere size. Through allometry and scaling laws, Goriely reveals the intricate connections between brain capacity, metabolic demands, and cognitive abilities across species.

Jul 7, 2024 • 31min
How maths can help us to understand the human brain
Mathematician Alain Goriely discusses using math to study the human brain, linking brain shape to intelligence, understanding diseases like Alzheimer's, and the impact of advanced scanning technology. He explores brain geometry, cortical folds, and network organization, highlighting the role of graph theory in studying brain connectivity.


