Spring 2026 8020 Commutative Algebra, Dino Lorenzini8030 Topics in Geometric Representation Theory, Alberto San Miguel Malaney8315 Cohomology of Sheaves, Valery Alexeev8430 Topics in Arithmetic Geometry, Dino Lorenzini8440 Combinatorial Number Theory, Georgios Petridis Fall 2025 8000 Algebra, Nate Harman8130 Linear and polynomial progressions in the primes, Akos Magyar8190 Algebraic Groups, Daniel Nakano8320 Algebraic Curves, Jimmy Dillies8330 Intersection Theory, William Graham8410 Algebraic Number Theory II, Pete L. Clark Spring 2025 8030 Topics in Algebra (category theory for representation theorists) - Harman8030 Homological Algebra - Lorenzini8330 Topics in Algebraic Geometry (Hodge theory) - Bousseau 8430 Topics in Arithmetic Geometry - Pete L. Clark8440 Topics in Number Theory (combinatorial number theory, Ramsey theory) - Petridis Fall 2024 8000 Algebra - Nakano8080 Lie Algebras - Nakano8300 Introduction to Algebraic Geometry - Arguz 8330 Algebraic Surfaces - Alexeev8400 Number Theory I - Clark8440 Topics in Number Theory (arithmetic statistics) - Jiuya Wang Spring 2024 Math 8030 - Topics in Algebra (Graham)Math 8310 - Geometry of Schemes (Lorenzini)Math 8330 - Topics in Algebraic Geometry (Bousseau)Math 8440 - Topics in Number Theory (Magyar) Fall 2023 Math 8000 - Algebra I (Chastkofsky)Math 8020 - Commutative Algebra I (Alexeev)Math 8190 - Algebraic Groups (Nakano)Math 8330 - Topics in Algebraic Geometry (Arguz)Math 8430 - Topics in Arithmetic Geometry (Lorenzini)Math 8440 - Topics in Analytic Number Theory (Pollack) Spring 2023 Math 8030 - Homological Algebra (Chatterjee)Math 8030 - Geometric Representation Theory (Rider)Math 8330 - K3 surfaces (Engel)Math 8410 - Algebraic Number Theory II (J. Wang)Math 8440 - Multiplicative Number Theory (Pollack) Fall 2022 Math 8000 - Algebra I (Rider)Math 8080 - Lie Algebras (Boe)Math 8300 - Introduction to Algebraic Geometry (Dillies)Math 8330 - Moduli Spaces (Alexeev)Math 8400 - Algebraic Number Theory I (Clark)Math 8440 - Additive Combinatorics II (Petridis) Spring 2022 Math 8020 - Commutative Algebra (Litt)Math 8030 - Cohomology and Representation Theory (Nakano)Math 8315 - Sheaves and cohomology / Derived categories (Alexeev)Math 8440 - Additive Combinatorics (Petridis) Fall 2021 Math 8000 - Algebra I (Rider)Math 8030 - Flag varieties, equivariant cohomology, and K-theory (Larson)Math 8310 - Schemes (Engel)Math 8430 - Rational points on algebraic varieties (Litt)Math 8440 - Analytic number theory (Magyar) Spring 2021 Math 8030 - Homological Algebra (Boe)Math 8030 - Quiver Representations (Wilbert)Math 8330 - Birational geometry, Minimal model program, and Moduli (Alexeev)Math 8330 - Algebraic surfaces and 4-manifolds (Engel)Math 8400 - Algebraic Number Theory I (Pollack)Math 8430 - Class Field Theory and Galois Cohomology (Clark) Fall 2020 Math 8000 - Algebra I (Rider)Math 8190 - Algebraic Groups (Nakano)Math 8300 - Introduction to Algebraic Geometry (Engel)Math 8320 - Algebraic Curves (Clark)Math 8430 - Topics in Arithmetic Geometry: Etale Fundamental Groups and Etale Cohomology (Litt)Math 8440 - Public Key Cryptography (Lorenzini) Spring 2020 Math 8020 Commutative Algebra - Pete ClarkMath 8030 Representations of Semisimple Lie Algebras: Category O - Brian BoeMath 8330 Moduli Schemes - Ben BakkerMath 8430 Elliptic Curves II - Pete ClarkMath 8440 Additive Combinatorics- Akos MagyarMath 8850 VRG on Tilings - Philip Engel Fall 2019 Math 8000 Algebra - Dan NakanoMath 8080 Lie Algebra - Chun-Ju LaiMath 8330 Abelian Varieties - Dino LorenziniMath 8440 Number Theory - Akos Magyar Spring 2019 Math 8030 Homological Algebra - Laura RiderMath 8040 Representation Theory of Finite Groups - Leonard ChastkofskyMath 8310 Schemes - Philip EngelMath 8410 Algebraic Number Theory II - Pete ClarkMath 8850 VRG Arithmetic Combinatorics over Finite Fields - Giorgis Petridis Fall 2018 Math 6450 Cryptography - Dino LorenziniMath 8000 Algebra - Leonard ChastkovskyMath 8030 Quantum Groups - Chun-Ju LaiMath 8300 Algebraic Geometry I - Valery AlexeevMath 8330 (Counter)examples in characteristic p - Benjamin BakkerMath 8430 Elliptic Curves - Dino LorenziniMath 8440 Topics in Number Theory - Paul PollackMath 8850 VRG Arithmetic Combinatorics over Finite Fields - Giorgis Petridis Spring 2018 Math 6010 Modern Alg & Geom II - Brian BoeMath 8020 Commutative Algebra - Benjamin BakkerMath 8030 Geometric Representation Theory - Laura RiderMath 8315 Algebraic Geometry III: Cohomology - Valery AlexeevMath 8440 Combinatorial Number Theory - Giorgis PetridisMath 8850 Computational VRG - Daniel KrashenMath 8850 VRG in Topics in Hodge Theory - Benjamin Bakker Fall 2017 Math 6450 Cryptography - Dino LorenziniMath 8000 Algebra - Asilata BapatMath 8080 Lie Groups - Dan NakanoMath 8310 Algebraic Curves - Anand DeopurkarMath 8400 Number Theory I - Paul PollackMath 8430 Arithmetic Geometry - Dino LorenziniMath 8850 VRG in Topics in Hodge Theory - Benjamin Bakker Spring 2017 Math 6010 Modern Alg & Geom II - Angela GibneyMath 8030 Homological Algebra - Brian BoeMath 8310 Schemes - Pete ClarkMath 8330 Abelian varieties - Ben BakkerMath 8430 Elliptic Curves - Abbey BourdonMath 8430 Field Arithmetic - Danny KrashenMath 8850 VRG in Algebra - Daniel Nakano Fall 2016 Math 6450 Cryptography - Dino Lorenzini Math 8000 Algebra - Lenny ChastkofskyMath 8190 Algebraic Groups, with an emphasis on structure theory - Paul Sobaje Math 8300 Introduction to Algebraic Geometry - Valery AlexeevMath 8330 Moduli of curves - Angela GibneyMath 8410 Algebraic Number Theory II - Robert RumelyMath 8850 Computational VRG - Danny KrashenMath 8850 VRG in Algebra - Daniel Nakano Spring 2016 Math 6010 Modern Alg & Geom 2 - Brian BoeMath 8020 Commutative Algebra - Pete ClarkMath 8315 Sheaves and Cohomology - Valery AlexeevMath 8330 Conformal Blocks - Angela GibneyMath 8400 Algebraic Number Theory I - Paul PollackMath 8440 Topics in Combinatorial/Analytic Number Theory - Akos MagyarMath 8850 VRG (year long) Process of Research - Pete Clark and Paul PollackMath 8850 VRG (year long) Tropical Geometry - Noah Giansiracusa Fall 2015 Math 6450 Cryptography and Computational Number Theory - Dino LorenziniMath 8000 Algebra I - Dan NakanoMath 8080 Lie Algebras - Brian BoeMath 8320 Algebraic Curves - Noah GiansiracusaMath 8330 Toric Varieties - Valery AlexeevMath 8330/8430 Galois Cohomology - Pete Clark and Robert VarleyMath 8440 Topics in Number Theory and Dynamics - Joseph VandeheyMath 8850 VRG (year long) Process of Research - Pete Clark and Paul PollackMath 8850 VRG (year long) Tropical Geometry - Noah Giansiracusa Spring 2015 Math 6010 Modern Alg & Geom 2 - Robert Rumely (MWF 10:10)Math 6400 Number Theory - Joseph Vandehey (MWF 11:15)Math 8030 Homological Algebra - Robert Varley (MWF 1:25)Math 8030 Flag Varieties - Wiliam Graham (TR 11:00)Math 8130 Ergodic Theory - Akos Magyar (TR 9:30)Math 8330 Central Simple Algebras - Daniel Krashen (F 2:30-5:30)Math 8410 Algebraic Number Theory - Pete Clark (MWF 11:15)Math 8850 Conformal Blocks on the Moduli Space of Curves - Angela Gibney (W 1:30)Math 8850 Computational AGANT - Valery Alexeev (T 3:30) Fall 2014 Math 6000 Modern Alg & Geom 1 - Brian Boe (MWF 10:10) and Robert Rumely (MWF 11:15)Math 8000 Algebra I - Leonard Chastkofsky (MWF 11:15)Math 8190 Lie Groups - Daniel Nakano (MWF 9:05)Math 8300 Intro to Algebraic Geometry - Valery Alexeev (TR 12:30)Math 8330 Topics in Algebraic Geometry - Daniel Krashen (TR 11:00)Math 8430 Topics in Arithmetic Geometry - Dino Lorenzini (TR 9:30)Math 8440 Topics in Number Theory - Akos Magyar (MWF 1:25)Math 8850 Conformal Blocks on the Moduli Space of Curves - Angela Gibney (W 1:30)Math 8850 Computational AGANT - Valery Alexeev (R 2:00)
