Algebraic Geometry Reading Seminar
Fall 2025 – Spring 2026
CUNY Graduate CenterFridays, 11:45 AM – 1:45 PM
Math Thesis Room (4214-03)
← Back to Algebraic Geometry Reading Seminar
Please email me if you are interested in attending the seminar.
References
May 15, 2026 — Fei Ye (GC and QCC of CUNY)
Inverse Adjunction and Connectedness Theorem
Abstract
We will outline the proof of the Inverse Adjunction and Connectedness Theorem.
May 8, 2026 — Fei Ye
MMP for Log Canonical Surfaces
Abstract
We will discuss the proof of existence and termination of the Minimal Model Program for log canonical surfaces.
April 17, 2026 — Valeriy Sergeev
Vanishing Theorems over $F$-finite Fields
Abstract
We will discuss Kawamata-Viehweg type vanishing theorems over $F$-finite fields.
March 27, 2026 — Fei Ye (GC and QCC of CUNY)
Vanishing Theorems of Kawamata-Viehweg Type
Abstract
We will discuss the proofs of vanishing theorems of Kawamata-Viehweg type.
February 27, 2026 — Fei Ye (GC and QCC of CUNY)
Relative Vanishing Theorems of Kawamata-Viehweg Type
Abstract
We will discuss the proofs of relative vanishing theorems of Kawamata-Viehweg type.
February 20, 2026 — Valeriy Sergeev
The Cone Theorem
Abstract
We will discuss the proof of the Cone Theorem.
February 13, 2026 — Fei Ye (GC and QCC of CUNY)
Base Point Free Theorem for Excellent Surfaces
Abstract
We will discuss the proof of Base Point Free Theorem (Theorem 4.2) for Excellent Surfaces.
February 6, 2026 — Fei Ye (GC and QCC of CUNY)
Organizational Meeting
Abstract
We will draft a plan for the seminar for the Spring 2026.
November 14, 2025 — James Austin Myer (GC of CUNY)
The Cone Theorem for Quasiprojective Normal $B$-Surfaces V
November 7, 2025 — James Austin Myer (GC of CUNY)
The Cone Theorem for Quasiprojective Normal $B$-Surfaces IV
October 31, 2025 — James Austin Myer (GC of CUNY)
The Cone Theorem for Quasiprojective Normal $B$-Surfaces III
October 17, 2025 — James Austin Myer (GC of CUNY)
The Cone Theorem for Quasiprojective Normal $B$-Surfaces II
October 10, 2025 — James Austin Myer (GC of CUNY)
The Cone Theorem for Quasiprojective Normal $B$-Surfaces
October 3, 2025 — James Austin Myer (GC of CUNY)
A sketch of the proof of MMP for $\mathbb{Q}$-Factorial Surfaces
September 26, 2025 — James Austin Myer (GC of CUNY)
A Glimpse of minimal model program for $\mathbb{Q}$-Factorial and Log Canonical Surfaces
September 19, 2025 — James Austin Myer (GC of CUNY)
Concepts in minimal model program for $\mathbb{Q}$-Factorial and Log Canonical Surfaces
September 12, 2025 — Fei Ye (QCC)
Organization Meeting for Algebraic Geometry Reading Seminar