Seminar

This webpage is a list of notes of seminars I've attended

2020 umich

Fellowship of the Ring 09/17 Infinite dimensional equivariant commutative algebra Andrew Snowden
University of Michigan
Fellowship of the Ring 08/27 Cohen-Macaulayness of absolute integral closures Bhargav Bhatt
University of Michigan
Fellowship of the Ring 05/27 Two applications of p-derivations to commutative algebra Jack Jeffries
The University of Nebraska-Lincoln
Fellowship of the Ring 04/09 Multiplicities over local rings, Lech's conjecture, and lim Ulrich sequence Linquan Ma
Purdue University
Commutative Algebra 02/27 On accumulation points of F pure thresholds on regular local rings Kenta Sato
iTHMS, Riken
Commutative Algebra 02/20 Differential operators on invariant rings Anurag Singh
University of Utah
Student Commutative Algebra 02/14 The Quillen-Suslin Theorem Michael Mueller
University of Michigan
Algebraic Geometry 01/29 Vanishing theorems in algebraic geometry Bhargav Bhatt
University of Michigan
Student Commutative Algebra 01/17 D-modules in characteristic p and test ideals Eamon Quinlan-Gallego
University of Michigan

2019 umich

Student Commutative Algebra 12/10 An introduction to local cohomology Andrés Servellón
University of Michigan
Commutative Algebra 12/05 Semi-Ample Asymptotic Syzygies Juliette Bruce
University of Wisconsin-Madison
Colloquium 11/26 Polynomials in many variables Andrew Snowden
University of Michigan
Commutative Algebra 11/07 Lyubeznik numbers for Pfaffian rings Michael Perlman
University of Notre Dame
Math Club 10/31 Mathematical monster and transfinite terror Scott Schneider
University of Michigan
Commutative Algebra 10/31 Unramified algebra Alapan Mukhopadhyay
University of Michigan
Student Combinatorics 10/28 From Cluster Algebras to Polytopes and Beyond Aidan Herderschee
University of Michigan
Student Commutative Algebra 10/22 F-words Eric Canton
University of Michigan
Facets of Algebraic Geometry 10/19 Lorentzian polynomials June Huh
Princeton University
Commutative Algebra 10/17 Triviality of arc closures Devlin Mallory
University of Michigan
Commutative Algebra 10/10 A counterexample to the existence of Ulrich modules Farrah Yhee
University of Michigan
Algebraic Geometry 10/09 Inversion of adjunction for a mixed characteristic version of multiplier and adjoint ideals Karl Schwede
University of Utah
Commutative Algebra 10/03 An Overview of Tight Closure Theory II Mel Hochster
University of Michigan
Commutative Algebra 09/26 An Overview of Tight Closure Theory I Mel Hochster
University of Michigan
Student Combinatorics 09/23 Matroids II: Representability and the Curse of the Forbidden Minors Will Dana
University of Michigan
Combinatorics 09/20 Simplicial generation of Chow rings of matroids Christopher Eur
University of California, Berkeley
Commutative Algebra 09/19 Measuring the Gorenstein property with the trace of the canonical module Janet Page
University of Michigan
Student Commutative Algebra 09/17 Some combinatorial objects in commutative algebra Janet Page
University of Michigan
Student Combinatorics 09/16 Matroids I Alana Huszar
University of Michigan
Commutative Algebra 09/12 Bernstein-Sato Theory in char p Eamon Quinlan-Gallego
University of Michigan
Commutative Algebra 04/18 Residual Intersections and Linear Powers Bernd Ulrich
Purdue University
Student Commutative Algebra 04/16 An introduction to Ulrich Modules and Lech's Conjecture Farrah Yhee
University of Michigan
Colloquium 04/09 Koszul Modules and Green's Conjecture Claudiu Raicu
University of Notre Dame
Student Commutative Algebra 04/09 Ind-etale vs formally etale Shubhodip Mondal
University of Michigan
Commutative Algebra 04/04 Generalizations of determinantal ideals Patricia Klein
University of Kentucky
Algebraic Geometry 04/03 On the signed Euler characteristic property for subvarieties of abelian varieties Eva Elduque
University of Wisconsin
Student Algebraic Geometry 03/28 Hodge Conjecture James Hotchkiss
University of Michigan
Student Commutative Algebra 03/27 Cox rings and Mori dream spaces José González
University of California, Riverside
Student Algebraic Geometry 03/21 When is a quasi-affine scheme affine Monica Lewis
University of Michigan
Commutative Algebra 03/21 The complexity of Brauer classes Danny Krashen
Rutgers University
Student Algebraic Geometry 02/21 Introduction to the minimal model program Devlin Mallory
University of Michigan
Commutative Algebra 02/21 Local cohomology of thickenings Jenny Kenkel
University of Utah
Student Commutative Algebra 02/19 Local cohomology and Hartshorne's conjecture Takumi Murayama
University of Michigan
Student Algebraic Geometry 02/14 Vanishing theorems Bradley Dirks
University of Kentucky
Student Algebraic Geometry 02/07 Positivity of Divisors Matt Stevenson
University of Kentucky
Commutative Algebra 02/07 Associative Primes and Local Cohomology Monica Lewis
University of Kentucky
Singularity 02/04 Valuations and Log Discrepancy Eric Canton
University of Kentucky
Student Commutative Algebra 01/29 The Hilbert-Samuel multiplicity Patricia Klein
University of Kentucky
Singularities 01/28 Valuations and nonarchimedean spaces I Eric Canton
University of Michigan
Algebraic Geometry & Commutative Algebra 01/24 Syzygies of homogeneous coordinate rings of abelian varieties Alex Küronya
Goethe-Universität Frankfurt

2018 umich

Singularities 12/06 Alterations Haoyang Guo
University of Michigan
Commutative Algebra 12/06 Lech's inequality and the Stuckrad-Vogel conjecture Linquan Ma
Purdue University
Algebraic Geometry 12/05 Fujita's conjecture and Seshadri constants Takumi Murayama
University of Michigan
Singularities 11/29 The multiplier ideal is a universal test ideal Eric Canton
University of Michigan
Commutative Algebra 11/29 The Gamma construction and applications Takumi Murayama
University of Michigan
Singularities 11/17 The multiplier ideal is a universal test ideal Eric Canton
University of Michigan
Commutative Algebra 11/15 A Kunz-type characterization of regular rings via alterations Karl Schwede
University of Utah
Algebraic Geometry 11/14 Singularities in mixed characteristic via perfectoid big Cohen-Macaulay algebras Karl Schwede
University of Utah
Singularities 11/08 Multiplier ideals Devlin Mallory
University of Michigan
Commutative Algebra 11/08 The derived category of a LCI ring Josh Pollitz
University of Nebraska -- Lincoln
Singularities 11/01 Test ideals for pairs Takumi Murayama
University of Michigan
Commutative Algebra 11/01 A stable version of Harbourne's conjecture Eloísa Grifo
University of Michigan
Commutative Algebra 10/25 Log discrepancies and Frobenius splittings Eric Canton
University of Michigan
Commutative Algebra 10/18 On ideals defining products of affine schemes Robert Marshawn Walker
University of Michigan
Commutative Algebra 09/27 - 10/04 A survey of recent breakthroughs and remaining conjectures Mel Hochster
University of Michigan
Student Commutative Algebra 10/02 Valuation Rings Devlin Mallory
University of Michigan
Machine Learning Seminar 09/21 Natural Language Processing Rishi Sonthalia
University of Michigan
Math Club 09/13 The Blockchain Trevor Hyde
University of Michigan
Math Club 09/06 One hundred names in one hundred boxes Jenny Wilson
University of Michigan
Commutative Algebra 04/12 Graded Shifts and the Shapes of Free Resolutions Jason McCullough
Iowa State University
Stability Conditions and Homological Projective Duality Workshop 04/06 Introduction to derived categories and t-structures Zili Zhang
University of Michigan
Student Algebraic Geometry 04/06 The Tate module of an elliptic curve Emanuel Reinecke
University of Michigan
Commutative Algebra 04/05 Singularities of Rees-like algebras Paolo Mantero
University of Arkansas
Student Commutative Algebra 03/27 Examples in Local Cohomology Patricia Klein
University of Michigan
Student Algebraic Geometry 03/23 Witt vectors and deformations Shubhodip Mondal
University of Michigan
Commutative Algebra 03/22 Simple D-module components of local cohomology modules Claudia Polini
University of Notre Dame
Commutative Algebra 03/08 Transformation rules for natural multiplicities Jack Jeffries
University of Michigan
Commutative Algebra 02/22 Many associated primes of powers of primes Irena Swanson
Reed College
Student Algebraic Geometry 02/16 An introduction to deformation theory Devlin Mallory
University of Michigan
Student Homotopy Theory 02/16 The very many uses of simplicial objects Montek Gill
University of Michigan
Commutative Algebra 02/15 Faithfulness of top local cohomology modules Mel Hochster
University of Michigan
Student Homotopy Theory 02/08 Perverse Sheaf Ruian Chen
University of Michigan
Commutative Algebra 02/08 Subadditivity and Symbolic Powers Daniel Smolkin
University of Utah
Commutative Algebra 02/01 Finite determinacy for F-invariants Ilya Smirnov
University of Michigan
Student Commutative Algebra 01/30 Symbolic Powers Basics: Problem Session Robert Walker
University of Michigan
Student Commutative Algebra 01/23 Rings of Differential Operators and D-Modules Eamon Quinlan
University of Michigan
Math Club 01/18 Knot theory and the Jacobian conjecture Takumi Murayama
University of Michigan

2017 umich

Student Algebraic Geometry 12/01 Roch Around The Clock: An Introduction to Riemann-Roch and Algebraic curves Ben Krakoff
University of Michigan
Commutative Algebra 11/30 Decomposing Gorenstein rings as connected sums Ela Celikbas
West Virginia University
Student Commutative Algebra 11/28 Eagon-Northcott complexes Devlin Mallory
University of Michigan
Student Algebraic Geometry 11/17 Affine Algebraic Groups Yifan Wu
University of Michigan
Commutative Algebra 11/16 A Case of Eisenbud-Green-Harris Conjecture Sema Güntürkün
University of Michigan
Commutative Algebra 11/09 A Zariski-Nagata theorem in mixed characteristic Jack Jeffries
University of Michigan
Student Commutative Algebra 11/07 Differential operators and symbolic powers Jack Jeffries
University of Michigan
Student Algebraic Geometry 11/03 Groebner Bases: A Computational Tool for Algebraic Geometry Francesca Gandini
University of Michigan
Commutative Algebra 11/02 Local cohomology of powers of ideals Jonathan Montano
University of Kansas
Student Commutative Algebra 10/31 Some instances of "Life hacking" II Robert Walker
University of Michigan
Commutative Algebra 10/26 Finite torsors over strongly F-regular singularities Javier Carvajal Rojas
University of Utah
Student Commutative Algebra 10/24 Some instances of "Life hacking" Robert Walker
University of Michigan
Student Algebraic Geometry 10/20 Examples of blowing up in algebraic geometry Ming Zhang
University of Michigan
Student Representation Theory 10/13 Arboreal representations Trevor Hyde
University of Michigan
Student Commutative Algebra 10/12 The injective dimension of F-finite F-modules and holonomic D-modules Nicholas Switala
University of Illinois at Chicago
Student Commutative Algebra 10/03 Abhyankar valuations are quasi-monomial II Matt Stevenson
University of Michigan
Student Algebraic Geometry 09/29 Kahler Differentials in Algebraic Geometry Andrew Odesky
University of Michigan
Student Commutative Algebra 09/28 Questions arising from Lech's inequality Patricia Klein
University of Michigan
Student Commutative Algebra 09/26 Abhyankar valuations are quasi-monomial I Matt Stevenson
University of Michigan
Commutative Algebra 09/14 The free resolutions of fan algebras in the plane Florian Enescu
Georgia State University
Preprint Algebraic Geometry 03/17 Background on perverse sheaves and fundamental lemmas Shuyang Cheng
University of Michigan
Student Algebraic Geometry 01/24 An Introduction to Differential Operators Eamon Quinlan
University of Michigan

2016 umich

Colloquium 12/06 Geometric configurations of primes Darren Long
University of California, Santa Barbara
Student Combinatorics Seminar 12/05 Mobius Functions in Rep Theory and Topology Philip Tosteson
University of Michigan
Student Combinatorics Seminar 10/31 What is a tropical curve? Harry Richman
University of Michigan
Summer Mini Course 07/05–07/08 Introduction to Quantum Mechanics Andrew O'Desky
University of Michigan
(SPECIAL EVENT)Graduate Recruitment Symposium 03/11 Electrical networks and group theory Thomas Lam
University of Michigan
Student Arithmetic 02/15 What is an abelian variety? Matt Stevenson
University of Michigan
Student Combinatorics Seminar 02/15 A Computational Introduction to Representation Stability John Wiltshire-Gordon
University of Michigan
Student Representation Theory 02/11 Quiver representations II: Gabriel and Kac's theorems Visu Makhambra
University of Michigan
Student Representation Theory 02/04 Quiver Representations Drew Ellingson
University of Michigan
Commutative Algebra 02/04 Singularities associated with pencils of quadrics avoiding large linear spaces Mel Hochster
University of Michigan
Student Combinatorics Seminar 02/01 Matrix semi-invariants Visu Makhambra
University of Michigan
Student Representation Theory 01/28 Representations of Affine Lie Algebras Gabriel Frieden
University of Michigan
Student Combinatorics Seminar 01/25 An introduction to tensor categories with examples Daniel Barter
University of Michigan
Student Algebraic Geometry 01/21 The N_p Property and Syzygies Ashwath Rabindranath
University of Michigan
Student Representation Theory 01/20 Dimension Zero Categories John Wiltshire-Gordon
University of Michigan
Student Geometry/Topology 01/19 What is Hodge Decomposition John Kilgore
University of Michigan
Group, Lie and Number Theory 01/15 Density results on the 2-part of class groups Djordjo Milovic
Universiteit Leiden / Universite Paris-Sud 11
Math Club 01/14 Hilbert's Tenth Problem Andrew Snowden
University of Michigan
Colloquium 01/12 The Ricci flow on compact Kähler manifolds Valentino Tosatti
Northwestern University

2015 umich

Student Algebraic Geometry 10/22 What is a multiplier ideal? Matt Stevenson
University of Michigan
Student Algebraic Geometry 10/15 Which powers of holomorphic functions are integrable? Harold Blum
University of Michigan
Student Algebraic Geometry 10/08 Plane Algebraic Curves: from the Greeks to Bezout Takumi Murayama
University of Michigan
Student Geometry/Topology 10/06 Bochner techniques Matt Stevenson
University of Michigan
Student Algebraic Geometry 10/01 Vanishing theorems Ashwath Rabindranath
University of Michigan
Student Algebraic Geometry 09/24 The Hilbert Scheme Emanuel Reinecke
University of Michigan
Student Analysis 09/22 Introduction to oscillatory integrals Siddhant Agrawal
University of Michigan
Student Geometry/Topology 09/22 An Introduction to Persistent Homology Feng Zhu
University of Michigan
Student Algebraic Geometry 09/17 Hurwitz Correspondences on M_{0,N} Rohini Ramadas
University of Michigan

2013

Seminar in Peking University 12/24 - 12/31 Daqing Wan
University of California, Irvine