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Toward secondary terms for 2-Selmer groups in families of elliptic curves
Algebraic and Number Theory Seminar, Dartmouth College, 2025.
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A positive proportion of hyperelliptic curves have no unexpected quadratic points
Algebraic Geometry Seminar, Harvard University, 2025.
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A positive proportion of hyperelliptic curves have no unexpected quadratic points
Algebraic Geometry Seminar, Boston College, 2024.
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A positive proportion of hyperelliptic curves have no unexpected quadratic points
Informal Number Theory Seminar, University of Glasgow, 2024.
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A positive proportion of hyperelliptic curves have no unexpected quadratic points
Number Theory Seminar, Tufts University, 2024.
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A positive proportion of hyperelliptic curves have no unexpected quadratic points
Five College Number Theory Seminar, Amherst College, 2024.
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Geometry-of-numbers in the cusp, and class groups of orders in number fields
Number Theory Seminar, Duke University, 2023.
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Affine symmetric spaces and class groups of cubic fields
Québec Vermont Number Theory Seminar, McGill University, 2023.
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Geometry-of-numbers in the cusp, and class groups of orders in number fields
Conference on Arithmetic Statistics, CIRM Luminy, 2023.
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Affine symmetric spaces and class groups of cubic fields
Conference on Algebra, Algorithms, and Arithmetic, ICMS Edinburgh, 2023.
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Affine symmetric spaces and class groups of cubic fields
Symposium on Arithmetic Geometry and its Applications, CIRM Luminy, 2023.
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The second moment of the size of the 2-Selmer group of elliptic curves
Special Session on Arithmetic Statistics, JMM 2023.
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Geometry-of-numbers methods in the cusp, and class groups of orders in number fields
Number Theory Seminar, MIT, 2022.
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2-Selmer groups, 2-class groups, and the arithmetic of binary forms
Online Number Theory Seminar, University of Debrecen, 2022.
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On the distribution of 2-Selmer groups of hyperelliptic Jacobians
Workshop on Rational Points on Higher-Dimensional Varieties, ICMS Edinburgh, 2022.
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2-Selmer groups, 2-class groups, and the arithmetic of binary forms
Number Theory Seminar, Fields Institute, 2022.
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Geometry-of-numbers methods in the cusp, and applications to class groups
Montreal Online Biweekly Inter-University Seminar on Analytic Number Theory (MOBIUS ANT), 2022.
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The second moment of the size of the $2$-Selmer group of elliptic curves
Number Theory Seminar, Princeton University/IAS, 2021.
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$2$-Selmer groups, $2$-class groups, and the arithmetic of binary forms
Palmetto Joint Arithmetic and Modularity Series (PAJAMAS) III, Invited Graduate Speaker, 2021.
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The second moment of the size of the $2$-Selmer group of elliptic curves
Workshop on Explicit Methods in Number Theory, Mathematisches Forschungsinstitut Oberwolfach, 2021.
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Average $2$-torsion in the class groups of rings associated to binary $n$-ic forms
Bhargava Seminar, Princeton University, 2020.
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Average $2$-torsion in the class groups of rings associated to binary $n$-ic forms
Number/Representation Theory Seminar, University of Toronto, 2020.
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Most hyperelliptic curves are pointless
Bhargava Seminar, Princeton University, 2019.
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Inflectionary invariants for plane curve singularities
Special Session on Research in Mathematics by Undergraduates, JMM 2018.
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Surjectivity of Galois representations in rational families of abelian varieties
Algebra, Geometry, and Number Theory Seminar, Tufts University, 2017.
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Inflection points of linear systems on families of curves
Algebraic Geometry Seminar, Stanford University, 2017.
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Analysis on surreal numbers: functions and integration
ASL Special Session, JMM 2016.
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Surreal analysis: an analogue of real analysis for surreal numbers
Siemens Competition Regional Finals, California Institute of Technology, 2012.