Era
Explore Migoro documentaries connected to Contemporary World within the era archive.
Documentary Library
89 documentaries available
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How Luis Caffarelli transformed regularity theory, constrained possible fluid singularities and won the 2023 Abel Prize.
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How Alain Aspect's entangled-photon experiments made Bell's theorem one of physics' most consequential laboratory tests.
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How László Lovász connected graphs, topology, information and algorithms to reshape discrete mathematics.
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John Pardon's path from Gromov's knot-distortion problem to foundational work in symplectic geometry and a Fields Medal.
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Concept Explainer
Quantum electrodynamics predicted infinities until physicists learned to express the theory through measurable mass and charge.
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Concept Explainer
From hands and DNA to radioactive decay, nature carries a fundamental preference for left and right.
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Concept Explainer
A cryogenic detector could register one quantum of gravitational energy, reopening the century-old fight over whether forces come in particles.
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Biography
How John Goodenough created the cathode that made rechargeable lithium-ion batteries practical.
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Biography
How Yu Deng built a rigorous bridge from microscopic collisions to macroscopic gas dynamics.
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How Drew Weissman and Katalin Karikó solved the immune problem standing between mRNA and lifesaving vaccines.
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Biography
How Julian Schwinger rebuilt quantum electrodynamics and trained a generation of theoretical physicists.
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Biography
How Larry Guth connected geometry, combinatorics and Fourier analysis to attack impossible problems.
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Biography
How Freeman Dyson connected Feynman and Schwinger, then imagined technologies far beyond his time.
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How René Thom moved from topology to a bold theory of abrupt change in nature and society.
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How Ilya Sutskever shaped deep learning, AlexNet, sequence models and the pursuit of safe superintelligence.
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How Yunqing Tang connected arithmetic geometry, modular forms and hidden denominator growth.
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How Demis Hassabis moved from games and neuroscience to AlphaGo, AlphaFold and Nobel-winning discovery.
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Biography
How Lê Quang Nẫm advanced Monge–Ampère equations, geometric analysis and the calculus of variations.
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How Chen Ning Yang overturned parity conservation and created the language of gauge theory.
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How Vera Rubin used galaxy rotation to uncover overwhelming evidence for dark matter.
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How Sophie Morel used geometry and representation theory to advance the Langlands program.
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How Peter Sarnak connected prime numbers, spectral theory, graphs and quantum systems.
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How Elon Lindenstrauss used ergodic theory to solve deep problems in number theory.
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How William Thurston rebuilt topology through geometry, intuition and the geometrization conjecture.
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How Michael Freedman classified four-manifolds and later turned topology toward quantum computing.
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Biography
How Gérard Laumon connected sheaves, Fourier transforms and arithmetic geometry.
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How Frank Merle revealed the hidden structure of blow-up in nonlinear waves and dispersive equations.
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Biography
How John Tate created ideas and tools that became the language of arithmetic geometry.
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How Caucher Birkar proved boundedness for Fano varieties and reshaped birational geometry.
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How Elias Stein transformed harmonic analysis and connected Fourier methods with geometry and equations.
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How Stanislav Smirnov proved that critical random systems become conformally invariant.
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How Kip Thorne turned Einstein's gravitational waves into an observable new form of astronomy.
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How Claire Voisin transformed Hodge theory, algebraic cycles and the geometry of complex varieties.
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How Akshay Venkatesh united number theory, dynamics, topology and representation theory.
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How David Mumford transformed algebraic geometry before rebuilding the mathematics of perception.
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How James Maynard found a new way to detect clusters of prime numbers.
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How Boaz Klartag revealed geometric laws that emerge when dimensions become enormous.
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How Joachim Frank reconstructed three-dimensional biological machines from thousands of noisy images.
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How Curtis McMullen connected fractals, Riemann surfaces and three-dimensional geometry.
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How Geoffrey Hinton kept neural networks alive and helped ignite the deep-learning revolution.
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How Hugo Duminil-Copin brought new clarity to random systems poised between order and disorder.
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How Jean Bourgain moved effortlessly among geometry, equations, number theory and computation.
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How Robert Langlands connected number theory, symmetry, geometry and harmonic analysis.
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How Artur Avila used renormalization to transform dynamical systems and spectral theory.
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How Jacob Tsimerman used o-minimality to attack central conjectures in arithmetic geometry.
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How June Huh used algebraic geometry to solve counting problems that resisted generations.
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How John G. Thompson revolutionized finite groups through monumental proofs and new methods.
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How Hong Wang conquered a century-old geometry problem about lines, directions and dimension.
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How Pierre Deligne solved the Weil conjectures and transformed modern algebraic geometry.
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How Steven Weinberg joined electromagnetism and the weak force in one elegant theory.
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How Adam Riess used exploding stars to reveal cosmic acceleration and dark energy.
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How Arlie Petters built a rigorous mathematical theory of gravitational lensing.
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How Hugh Everett removed wave-function collapse and proposed a universe that never stops branching.
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How Alessio Figalli transformed optimal transport, equations, clouds and crystal structures.
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How Vladimir Voevodsky connected geometry, topology and computer-verified mathematics.
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How Edward Frenkel connects symmetry, geometry, number theory and quantum physics.
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How Cédric Villani revealed order, stability and equilibrium inside complex physical systems.
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How Michael Atiyah built bridges between topology, analysis and theoretical physics.
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How John Hopfield turned ideas from physics into a neural network that helped launch modern AI.
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How Martin Hairer built regularity structures for the wild equations of randomness.
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How Michel Talagrand discovered hidden order inside probability, statistics and spin glasses.
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How Ngô Bảo Châu used geometry to unlock a central problem in the Langlands program.
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How Yitang Zhang proved bounded gaps between primes after years outside mathematical recognition.
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How Manjul Bhargava created new composition laws and transformed modern number theory.
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How Don Zagier connected modular forms, number theory and mathematical physics through unexpected ideas.
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How Gabriele Veneziano's particle formula opened an entirely new picture of nature.
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How Brian Josephson foresaw a quantum current that transformed superconducting technology.
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How Israel Gelfand reshaped analysis, representation theory and mathematical education.
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How Jean-Pierre Serre unified topology, geometry and number theory across a historic career.
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How Peter Scholze created perfectoid spaces and opened a new language for modern number theory.
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How Roger Penrose reshaped modern physics through profound mathematical discoveries about spacetime and black holes.
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How Vikram Sarabhai transformed an ambitious dream into one of the world's greatest space programs.
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How John Nash revolutionized game theory before overcoming extraordinary personal challenges.
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How Ernst Stueckelberg anticipated some of the greatest breakthroughs in modern theoretical physics.
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How Terence Tao became the most versatile mathematician of the twenty-first century.
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How Chike Obi became Africa's first internationally acclaimed research mathematician.
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How Edward Witten transformed both mathematics and physics through revolutionary theoretical insights.
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How Hendrik Casimir discovered the mysterious force hidden inside empty space.
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How Stefan Banach created a new mathematical language that transformed modern science.
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How Andrey Kolmogorov transformed randomness into one of mathematics' most powerful scientific tools.
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How Alexander Grothendieck reinvented algebraic geometry before disappearing from the mathematical world.
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How Benoit Mandelbrot revealed the hidden mathematics behind nature's most complex patterns.
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How Grigori Perelman solved a century-old mystery before rejecting the world's greatest honors.
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How Andrew Wiles conquered mathematics' greatest unsolved problem after 350 years.
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How Karen Uhlenbeck transformed mathematics while opening doors for generations of women in science.
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How a quiet genius from Tehran reshaped modern geometry and inspired generations of mathematicians.
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How Margaret Hamilton's software engineering made one of history's greatest achievements possible.
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Biography
How Richard Ernst transformed NMR and made modern molecular structure analysis possible.
Biography
How Wolfgang Pauli discovered the principle that explains atoms, chemistry and the stability of the universe.