Grothendieck's Hilbert scheme is a compact parameter space for subschemes of a projective scheme X. It is one of the basic moduli spaces in algebraic geometry, in the sense that...
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There has been much recent progress on the local solution theory for geometric singular SPDEs. However, the global theory is still open in most cases. My talk will be about...
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Arithmetic Quantum Field Theory Conference Dates: March 25–29, 2024 Location: Room G10, Harvard CMSA, 20 Garden Street, Cambridge MA 02138 Directions and Recommended Lodging Register Online Speakers and schedule TBA. Organizers: David...
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Starting with the "Leibniz" formula for π π/4 = 1 - 1/3 + 1/5 - 1/7 + ... the special values of Dirichlet L-functions have long been a source of...
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Curtis T. McMullen, Cabot Professor of Mathematics at Harvard, will give keynote talk on "Illustrating Infinity" as a part of Unfiguring, the Mahindra Humanities Center Interdisciplinary Graduate Student Conference. This...
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In this talk, I will discuss a new solution to the strong CP problem, one of the most important and challenging problems, of the Standard Model (SM) based on the...
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The classical Edrei theorem from the 1950's gives a parametrisation for infinite upper-triangular totally positive real Toeplitz matrices by pairs of sequences of positive real parameters with finite sum. These...
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We will describe an approach to the L-space conjecture for toroidal 3-manifolds based on notions of slope detection corresponding to the three properties in the conjecture. We will give some...
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We will introduce appearances of modularity in the study both of families of Calabi-Yau threefolds and of their enumerative invariants. An important role is played by the structure of fibrations...
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I will discuss properties of a cyclotomic spectrum THH(R) that make the telescopic homotopy theory of TC(R) particularly computable, establish these properties in some cases, and begin to discuss their...
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