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Study mode:
on
1
Intro
2
Invariants
3
Moduli Spaces
4
Generating Series
5
Donaldson Thomas
6
We find invariants
7
Refined invariance
8
Boundary condition
9
Model lifespace
10
Open invariants
11
Summary
12
Rhetorical Analysis
13
Examples
14
Counting
15
Infinite Project
16
Topological Vertex
17
Partitions
18
Class of Examples
19
Proposal
Description:
Explore a comprehensive lecture on open Donaldson-Thomas invariants presented by Sergei Gukov from Cal Tech at the University of Miami. Delve into the intricate world of invariants, moduli spaces, and generating series as the speaker proposes new approaches to understanding these mathematical concepts. Learn about refined invariance, boundary conditions, and model lifespace while examining open invariants through rhetorical analysis and practical examples. Investigate the implications of infinite projects, topological vertex, and partitions in this class of examples. Gain insights into the counting methods and the proposed framework for advancing the field of Donaldson-Thomas theory.

A Proposal for Open DT Invariants

IMSA
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