Informal Seminar on Dynamics, Geometry and Moduli Spaces: Multipliers of rational maps
November 15, 2023 4:00 pmPlease see website for more details: www.math.harvard.edu/~ctm/sem.
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Please see website for more details: www.math.harvard.edu/~ctm/sem.
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For a finite set X, a family F of subsets of X is said to be increasing if any set A that contains B in F is also in F....
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Consider the setting of a smooth variety $S$ over $\mathbb{F}_q$, and an $\ell$-adic local on $S$ which has finite determinant and is geometrically irreducible. Work of Lafforgue proves that such...
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Highly trained transformers are capable of interesting computations as they infer for an input. The exact mechanism that these models use during forward passes is an interesting area of study....
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Haldane pseudopotentials were first introduced as Hamiltonian models for the fractional quantum Hall effect, and it has been long expected that they should exhibit the characteristic properties of this exotic...
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Agenda: 3:00-4:00 PM EST (GMT -4:00): PhD Admissions Panel 4:00-5:00 PM EST (GMT -4:00): Breakout Session Q&As with PhD Programs We hope you will join us to: --Learn about physical...
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Given a fibration $f\colon X\to Y$ of smooth complex projective with general fiber $F$, the celebrated Iitaka conjecture predicts the inequality $\kappa(K_X)\geq \kappa(K_F)+\kappa(K_Y)$. Recently Chang showed that, under some natural...
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We will describe appearances of the algebraic phenomena of Koszul duality in the context of boundary conditions and defects in quantum field theory. Primarily motivated by topological string theory, this...
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In 2005, Conrey, Farmer, Keating, Rubinstein, and Snaith posed a conjecture on the asymptotics of moments of quadratic L-functions. While this conjecture originates as a question about number fields, it...
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A determinantal octic double solid is the double cover X of P^3 branched along the degree 8 determinant of a symmetric matrix of homogeneous forms on P^3. These X are...
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