Videos

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Developmental mathematics and the Common Core Thumbnail

Developmental mathematics and the Common Core

Presenter
  • William McCallum
March 19, 2015
MSRI
Viewing the problem from the mathematics department chair perspective Thumbnail

Viewing the problem from the mathematics department chair perspective

Presenters
  • Duane Cooper
  • John Squires
  • Peter Trapa
March 19, 2015
MSRI
Viewing the problem from the K-12 perspective Thumbnail

Viewing the problem from the K-12 perspective

Presenters
  • Kate Belin
  • Lauren Brady
  • Philip Dituri
  • Nalo Lewis
March 19, 2015
MSRI
The Good Shepherd Thumbnail

The Good Shepherd

Presenter
  • Katherine Stevenson
March 18, 2015
MSRI
Critical Issues in Mathematics Education 2015: Developmental Mathematics: For Whom? Toward What Ends? Thumbnail

Critical Issues in Mathematics Education 2015: Developmental Mathematics: For Whom? Toward What Ends?

Presenter
  • Philip Treisman
March 18, 2015
MSRI
Hyperbolicity and determinantal representations for higher-codimensional subvarieties Thumbnail

Hyperbolicity and determinantal representations for higher-codimensional subvarieties

Presenter
  • Victor Vinnikov
March 13, 2015
MSRI
Approximating the covariance matrix by the empirical covariance matrices; non-limiting random matrix approach Thumbnail

Approximating the covariance matrix by the empirical covariance matrices; non-limiting random matrix approach

Presenter
  • Nicole Jaegermann
March 13, 2015
MSRI
Effective-Resistance-Reducing Flows, Spectrally Thin Trees, and Asymmetric TSP Thumbnail

Effective-Resistance-Reducing Flows, Spectrally Thin Trees, and Asymmetric TSP

Presenter
  • Shayan Gharan
March 13, 2015
MSRI
Hyperbolic Polynomials in Optimization Thumbnail

Hyperbolic Polynomials in Optimization

Presenter
  • Osman Guler
March 13, 2015
MSRI
Paving over arbitrary MASAs in von Neumann algebras Thumbnail

Paving over arbitrary MASAs in von Neumann algebras

Presenter
  • Stefaan Vaes
March 12, 2015
MSRI
A quantitative version of the commutator theorem for zero trace matrices Thumbnail

A quantitative version of the commutator theorem for zero trace matrices

Presenter
  • Gideon Schechtman
March 12, 2015
MSRI
Commutators in L(X) for some Banach spaces X Thumbnail

Commutators in L(X) for some Banach spaces X

Presenter
  • William Johnson
March 12, 2015
MSRI