500 self-contained lectures, research seminars, and conference keynotes you can watch in a single sitting.
Jennifer Doudna, Nobel laureate and co-discoverer of CRISPR-Cas9, provides a foundational overview of CRISPR biology, tracing its development from fundamental microbial defense mechanisms to a revolutionary genome engineering technology.
Professor Herb Gross introduces the core concepts of analytic geometry, laying the essential groundwork for the study of single variable calculus within the MIT curriculum.
A core lecture from MIT's 6.302 course, providing a detailed analysis of operational amplifier compensation strategies for stable circuit design.
A foundational lecture from MIT's 6.034 course, delving into classic search algorithms including depth-first and hill-climbing techniques in artificial intelligence.
This lecture, delivered by Alexander Polyakov at Princeton, delves into advanced topics in modern classical dynamics, reflecting a deep theoretical approach to fundamental physics.
This lecture, part of Alexander Polyakov's graduate course at Princeton, delves into advanced topics in modern classical dynamics, suitable for researchers in theoretical physics.
Richard Feynman's final Messenger Lecture, reflecting on the scientific process itself—the interplay between theoretical models, empirical predictions, and the role of observation in validating knowledge.
Richard Feynman introduces the revolutionary quantum mechanical perspective, grappling with the concepts of probability and inherent uncertainty at the fundamental scale of reality.
Richard Feynman presents the ubiquitous role of symmetry in shaping physical laws, revealing how principles of invariance underlie the structure and behavior of the universe.
Richard Feynman discusses the foundational conservation principles in physics—energy, momentum, and angular momentum—highlighting their profound implications for understanding natural phenomena.
Richard Feynman's second Messenger Lecture at Cornell, exploring the intricate and often surprising relationship between mathematical structures and their application in physical theory.
Richard Feynman's iconic first lecture from the 1964 Cornell Messenger Lectures, elucidating the fundamental principles and historical development of Newton's law of universal gravitation.
Explore the intricate connections between Aubry-Mather theory in dynamical systems, the complete devil's staircase, and their surprising implications for fractional quantum Hall effects.
An in-depth MIT lecture on developing system dynamics models, focusing on predator-prey interactions, carrying capacity, and the structure of reinforcing and balancing feedback loops.
Stanford Professor Andrew Ng introduces the foundational course in Machine Learning (CS 229), outlining key topics from statistical pattern recognition to modern applications.
The fourteenth installment of the 'Purposes of College Education' series, exploring the evolution and concepts of democracy from ancient origins to modern interpretations.
Uncover the geometric interpretation of helicity as a foliated cobordism invariant, extending Arnold's conjecture to C0 volume-preserving flows in both smooth and C0 settings.
Delve into the unsolved problems surrounding critical percolation, a fundamental model in statistical mechanics that reveals complex phase transition behaviors.
