will speak on: "Some remarks on contact Calabi-Yau 7-manifolds" Wednesday, October 13, 2021 4:00 - 5:00 PM *Hong Kong time* 4:00 - 5:00 AM *Eastern Time* Abstract: In geometry and...
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The étale cohomology of varieties over Q enjoys a Galois action. In the case of Hilbert modular varieties, Nekovář-Scholl observed that this Galois action on the level of cohomology extends...
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Progress in satisfiability (SAT) solving has made it possible to determine the correctness of complex systems and answer long-standing open questions in mathematics. The SAT solving approach is completely automatic...
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For many classes of graphs that arise naturally in discrete geometry (for example intersection graphs of segments or disks in the plane), the edges of these graphs can be defined...
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For a given two-term complex of vector bundles on a derived scheme (or stack), there are three natural ways to define its "derived projectivizations": (i) as the derived base-change of...
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For a given two-term complex of vector bundles on a derived scheme (or stack), there are three natural ways to define its "derived projectivizations": (i) as the derived base-change of...
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As of 2018, the United States National Institutes of Health estimate that over half a billion people worldwide are affected by autoimmune disorders. Though these conditions are prevalent, treatment options...
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For a fixed prime p and large n, what is the largest size of a subset of \mathbb{F}_p^n which does not contain a non-trivial solution to some given linear equation...
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I will discuss some perspectives on symmetry coming from the study of topological defects in quantum field theory. I will argue that we should take topological defects themselves to define...
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A gauged linear sigma model (GLSM) consists roughly of a complex vector space V, a group G acting on V, a character \theta of G, and a G-invariant function w...
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