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Greening the Economy: Sustainable Cities
Introduction to Graphic Illustration
Computational Social Science Methods
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Delve into the evolutionary dynamics of spider silk genes with Cheryl Hayashi, exploring how these complex structures have evolved over 300 million years in this Presidential Lecture.
Explore groundbreaking research on large-effect mutations and how phenotypic plasticity enables significant evolutionary adaptations through environmental regulation.
Discover how quantum mechanics and statistical physics help calculate properties of Earth's core, revealing its role as our planet's dynamic engine.
Explore groundbreaking research on how temperature changes and environmental perturbations affect neural circuits and animal resilience, with insights into climate change impacts on biological systems.
Explore fascinating research on hearing mechanisms across species, comparing neural sound processing in owls and humans while uncovering fundamental similarities in brain function.
Explore the future of mathematics and how computers can revolutionize proof development through tools like Lean in this Presidential Lecture by Kevin Buzzard.
Discover how prior information is encoded across 20-30% of brain regions, spanning all neural processing levels, supporting Bayesian inference models over localized decision-making theories.
Discover how neurons in the anterior insular cortex create neural correlates of happiness and shape mood through persistent brain responses in primates.
Discover how global brain dynamics in C. elegans have advanced over a decade, revealing neural mechanisms from sensation to action and cognition insights.
Discover the founding story of the Simons Collaboration on the Global Brain through Bill Newsome's firsthand account of pivotal conversations, workshops, and the 2013 neuroscience revolution.
Explore Diophantine counting problems through circle method analysis, focusing on multiplicative statistics of polynomials and Perazzo cubic fourfolds with expert insights.
Explore statistical laws governing zeta functions and automorphic forms, examining numerical observations and their impact on arithmetical invariants in number theory.
Explore universal distributions of groups and algebraic structures in arithmetic statistics, from Cohen-Lenstra-Martinet heuristics to non-abelian groups and modules.
Explore advanced number theory through simultaneous equidistribution conjectures for torus embeddings in PGL_2 forms, connecting Siegel zeros to L-function bounds.
Explore extrema of characteristic polynomials in CβE matrices and their logarithmically correlated fields, validating the Fyodorov–Hiary–Keating conjecture through rigorous mathematical analysis.
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