Calendar

< 2020 >
November 23
  • 23
    November 23, 2020

    CMSA Math Science Literature Lecture Series

    8:00 AM-9:30 AM
    November 23, 2020

    TITLE: Noncommutative Geometry, the Spectral Aspect

    ABSTRACT: This talk will be a survey of the spectral side of noncommutative geometry, presenting the new paradigm of spectral triples and showing its relevance for the fine structure of space-time, its large scale structure and also in number theory in connection with the zeros of the Riemann zeta function.

    Talk chair: Peter Kronheimer

    Written articles will accompany each lecture in this series and be available as part of the publication “History and Literature of Mathematical Science.”

    For more information, please visit the event page.

    Register here to attend.

    CMSA Math Science Literature Lecture Series

    10:00 AM-11:30 AM
    November 23, 2020

    TITLE: Subfactors–in Memory of Vaughan Jones

    ABSTRACT: Jones initiated modern subfactor theory in early 1980s and investigated this area for his whole academic life. Subfactor theory has both deep and broad connections with various areas in mathematics and physics. One well-known peak in the development of subfactor theory is the discovery of the Jones polynomial, for which Jones won the Fields Metal in 1990. Let us travel back to the dark room at the beginning of the story, to appreciate how radically our viewpoint has changed.

    Talk chair: Arthur Jaffe

    Written articles will accompany each lecture in this series and be available as part of the publication “History and Literature of Mathematical Science.”

    For more information, please visit the event page.

    Register here to attend.

    CMSA Mathematical Physics Seminar: Derived categories and motives of moduli spaces of vector bundles on curves

    11:30 AM-12:30 PM
    November 23, 2020

    Derived categories and motives are important invariants of algebraic varieties invented by Grothendieck and his collaborators around 1960s. In 2005, Orlov conjectured that they will be closely related and now there are several evidences supporting his conjecture. On the other hand, moduli spaces of vector bundles on curves provide attractive and important examples of algebraic varieties and there have been intensive works studying them. In this talk, I will discuss derived categories and motives of moduli spaces of vector bundles on curves. This talk is based on joint works with I. Biswas and T. Gomez.

    Zoom: https://harvard.zoom.us/j/91780604388?pwd=d3BqazFwbDZLQng0cEREclFqWkN4UT09