In the course

Supports Chapter 22

Keep watching

Related videos

10 videos · 8 h 46 min

  • Lecture · Rutgers University

    What is the Measurement Problem and What Would Solve It- Tim Maudlin

    Rutgers Graduate-Undergrad Seminar in Math-Phys · Tim Maudlin

    The philosopher whose 1995 trilemma organizes this whole chapter explains, in a talk for Rutgers' online seminar in mathematical physics, what the measurement problem is and what a solution would have to do. Sort every solution he considers by which of the three claims in Part 2 it gives up.

  • Lecture · University of Washington

    The Many Worlds of Quantum Mechanics with Dr. Sean Carroll

    UW Video · Sean Carroll

    A public lecture by one of the best-known advocates of many worlds, starting at the chapter marker for the Everett interpretation (30:40); the many-worlds chapter begins at 39:56 and the 'too many universes' worry at 44:18. Earlier chapters cover Copenhagen (21:32), Schrödinger's cat (23:18) and the Heisenberg cut (25:54) if you want a review of Parts 1–3.

  • Lecture · Aarhus University

    Quantum Science Colloquium - Angelo Bassi, University of Trieste

    Aarhus Universitet · Angelo Bassi

    "Precision tests of models of spontaneous wave function collapse", a 2023 colloquium by one of the authors of the 2020 Gran Sasso search described in Part 6. It treats collapse models as what they are, rival theories that experiments can rule out; listen for which kinds of experiment constrain the collapse rate and how.

  • Lecture · Caltech

    Ph CS 219A Lecture 2 Density Operator

    John Preskill · 2021

    The lecture from Caltech Ph/CS 219A Quantum Computation (John Preskill, 2021) that goes with Chapter 22. The whole course is in the Lecture Hall.

  • Course · Stanford

    Quantum Entanglements, Part 1

    Stanford · Leonard Susskind · 2006

    Nine evenings on the strangest resource in physics — spin, density matrices, entangled states and Bell's theorem — taught by Susskind to a room of non-specialists. Pairs naturally with Unit 5.

  • Course · Caltech

    Quantum Computation

    John Preskill · 2021

    The graduate course from the physicist who coined the terms "quantum supremacy" and "NISQ": density operators, measurement, channels, Bell inequalities, teleportation, circuits, Shor's factoring, Grover's search and quantum simulation. Advanced, and worth every minute.

  • Lecture · Royal Institution

    The mind-bending reality of quantum mechanics - with Jim Al Khalili

    The Royal Institution · Jim Al-Khalili · 2025

    A Friday Evening Discourse recorded at the Ri in November 2025, a century after Heisenberg's breakthrough: a hundred years of quantum theory, from the 1920s pioneers to the technologies being built now. Keep asking which claims are experiment and which are interpretation.

  • Lecture · Royal Institution

    A Brief History of Quantum Mechanics - with Sean Carroll

    The Royal Institution · Sean Carroll · 2020

    Sean Carroll tells the story from Planck and Einstein through Bohr, de Broglie and Schrödinger, then argues that the measurement problem is still open and makes his case for the many-worlds interpretation. Notice where the history ends and his interpretation begins.

  • Lecture · Nobel Prize

    2012 Nobel Lectures in Physics

    Nobel Prize · Serge Haroche & David J. Wineland · 2012

    Serge Haroche on trapping photons in a box to watch the quantum-to-classical boundary — decoherence — in action, then David Wineland on superposition and entanglement with trapped ions. The experiments that turned thought experiments into laboratory routine.

  • Explainer · YouTube

    The Interpretations of Quantum Mechanics

    Domain of Science

    Dominic Walliman's illustrated tour of the main interpretations of quantum mechanics and the measurement problem they are trying to solve. As you watch, note how each view answers two questions: is the wavefunction real, and does it ever collapse? Today we sort the same views by which of three claims they give up, then add the physics of decoherence.