- Nike's Trick I don't remember why this is called Nike's trick, but it is one way to ll in the gap
- STABLE BASE LOCUS DECOMPOSITIONS OF KONTSEVICH MODULI SPACES DAWEI CHEN AND IZZET COSKUN
- THE ENUMERATIVE GEOMETRY OF DEL PEZZO SURFACES VIA DEGENERATIONS
- DIVISORS ON THE SPACE OF MAPS TO GRASSMANNIANS IZZET COSKUN AND JASON STARR
- PRACTICE SECOND MIDTERM MATH 18.100B, ANALYSIS I You may freely use Rudin's book Principles of Mathematical Analysis, your problem sets and your
- FIRST MIDTERM MATH 18.100B, ANALYSIS I You may freely use Rudin's book Principles of Mathematical Analysis, your problem sets and your class
- The Arithmetic and the Geometry of Kobayashi Hyperbolicity
- A LITTLEWOOD-RICHARDSON RULE FOR TWO-STEP FLAG VARIETIES IZZET COSKUN
- THE AMPLE CONE OF THE KONTSEVICH MODULI SPACE IZZET COSKUN, JOE HARRIS, AND JASON STARR
- Geometric positivity in the cohomology of homogeneous varieties
- RESTRICTION VARIETIES AND GEOMETRIC BRANCHING RULES IZZET COSKUN
- HILBERT SCHEME OF A PAIR OF CODIMENSION TWO LINEAR SUBSPACES DAWEI CHEN, IZZET COSKUN, AND SCOTT NOLLET
- THE QUANTUM COHOMOLOGY OF FLAG VARIETIES AND THE PERIODICITY OF THE SCHUBERT STRUCTURE CONSTANTS
- MATH 330 MIDTERM 2 This is the second midterm for Math 330. It will be handed out on Wednesday
- 18.100B Analysis I Welcome to 18.100B! The purpose of this course is to familiarize you with the
- BIRATIONAL GEOMETRY OF MODULI SPACES IZZET COSKUN
- 1. Exercises for lecture 1 Exercise 1.1. Find generators for the ideal of G(2, 5) and G(3, 6) in the Plucker embedding.
- PARAMETER SPACES OF SCHUBERT VARIETIES IN HYPERPLANE SECTIONS OF GRASSMANNIANS
- RIGID AND NON-SMOOTHABLE SCHUBERT CLASSES IZZET COSKUN
- RATIONAL CURVES ON SMOOTH CUBIC HYPERSURFACES IZZET COSKUN AND JASON STARR
- A LITTLEWOOD-RICHARDSON RULE FOR PARTIAL FLAG VARIETIES IZZET COSKUN
- A LITTLEWOOD-RICHARDSON RULE FOR TWO-STEP FLAG VARIETIES IZZET COSKUN
- THE EFFECTIVE CONE OF THE KONTSEVICH MODULI IZZET COSKUN, JOE HARRIS, AND JASON STARR
- Contemporary Mathematics A FIRST GLIMPSE AT THE MINIMAL MODEL PROGRAM
- MATH 552 ALGEBRAIC GEOMETRY I Izzet Coskun, MWF 10:00-10:50 p.m.
- MATH 417 COMPLEX ANALYSIS WITH APPLICATIONS Izzet Coskun, MWF 12:00-12:50 p.m.
- MATH 417 HOMEWORK 4 This homework is due Wednesday September 24 in the beginning of class. You
- MATH 417 HOMEWORK 6 This homework is due Wednesday October 8 in the beginning of class. You may
- MATH 417 MIDTERM 1 This midterm is due Wednesday March 5 in the beginning of class. You may use
- MATH 417 HOMEWORK 9 This homework is due Friday November 7 in the beginning of class. You may
- MATH 417 HOMEWORK 10 This homework is due Wednesday November 12 in the beginning of class. You
- MATH 417 HOMEWORK 12 This homework is due Wednesday December 3 in the beginning of class. You
- 18.726 ALGEBRAIC GEOMETRY Izzet Coskun, T-Th 9:30-11:00
- SECOND MIDTERM MATH 18.100B, ANALYSIS I You may freely use Rudin's book Principles of Mathematical Analysis, your problem sets and your
- PRACTICE MATH 18.100B, ANALYSIS I You may freely use Rudin's book Principles of Mathematical Analysis, your problem sets and your class
- MATH 320 LINEAR ALGEBRA Izzet Coskun, MWF 10:00-10:50 a.m.
- MATH 417 HOMEWORK 3 This homework is due Wednesday September 17 in the beginning of class. You
- GRASSMANNIANS: THE FIRST EXAMPLE OF A MODULI 1. What is a moduli problem?
- MATH 320 HOMEWORK 2 This homework is due Wednesday January 27 in the beginning of class. No
- GROMOV-WITTEN INVARIANTS OF JUMPING CURVES IZZET COSKUN
- MATH 417 HOMEWORK 5 This homework is due Wednesday February 20 in the beginning of class. You
- THE COHOMOLOGY OF THE MODULI SPACE OF CURVES The purpose of this unit is to give a brief survey about the cohomol-
- GEOMETRIC POSITIVITY IN THE COHOMOLOGY OF HOMOGENEOUS SPACES AND GENERALIZED SCHUBERT CALCULUS
- THE HILBERT SCHEME Many important moduli spaces can be constructed as quotients of
- 1. Math 494 Homework 2 This homework is due Wednesday September 8 in the beginning of
- Surfaces of Low Degree Containing a Canonical Curve Izzet Coskun
- 18.727 TOPICS IN ALGEBRAIC GEOMETRY: POSITIVITY IN ALGEBRAIC GEOMETRY
- MATH 320 HOMEWORK 10 This homework is due Wednesday March 31 in the beginning of class. No late
- THE MODULI SPACE OF CURVES In this section, we will give a sketch of the construction of the moduli
- MATH 330 MIDTERM 1 This is the first midterm for Math 330. It will be handed out on Wednesday
- SINGULARITIES OF GENERALIZED RICHARDSON VARIETIES SARA BILLEY AND IZZET COSKUN
- MATH 417 HOMEWORK 11 This homework is due Wednesday November 26 in the beginning of class. You
- DEGENERATIONS OF SURFACE SCROLLS AND THE GROMOV-WITTEN INVARIANTS OF GRASSMANNIANS
- BASIC INTERSECTION THEORY ON THE MODULI SPACE OF Let E be a vector bundle of rank r. To E, we associate the Chern
- TOWARDS MORI'S PROGRAM FOR THE MODULI SPACE OF STABLE MAPS DAWEI CHEN, IZZET COSKUN, AND WITH AN APPENDIX BY CHARLEY CRISSMAN
- MATH 417 MIDTERM 1 This midterm is due Wednesday October 15 in the beginning of class. You
- MATH 552 ALGEBRAIC GEOMETRY I Izzet Coskun, MWF 2:00-2:50 p.m.
- RESTRICTION VARIETIES AND GEOMETRIC BRANCHING RULES IZZET COSKUN
- RIGIDITY OF SCHUBERT CLASSES IN ORTHOGONAL GRASSMANNIANS IZZET COSKUN
- MATH 516 GRADUATE ALGEBRA I Izzet Coskun, MWF 12:00-12:50 p.m.
- MATH 517 GRADUATE ALGEBRA I Izzet Coskun, MWF 10:00-10:50 p.m.
- THE MINIMAL MODEL PROGRAM FOR THE HILBERT SCHEME OF POINTS ON P2 AND BRIDGELAND STABILITY
- SYMPLECTIC RESTRICTION VARIETIES AND GEOMETRIC BRANCHING RULES IZZET COSKUN