Introduction to toric geometry 1

Update: 2020-01-15

Description

Abstract: I will give a pedagogical introduction to toric geometry without requiring previous knowledge in algebraic geometry. The lecture series will be based on the toric geometry package in the open-source Sage (http://www.sagemath.org) mathematics software system. Various examples relevant to string theory are used to illustrate the techniques. Each lecture will contain exercises to be solved in the accompanying computer lab.

Comments

In Channel

Quantum Theory, Lecture 11

2020-01-1501:42:55

Quantum Theory, Lecture 10

2020-01-1501:39:35

Quantum Theory, Lecture 12

2020-01-1501:38:41

The Arrow of Time - Images of Irreversible Behavior, Colloquium and Lecture 9

2020-01-1501:15:20

Quantum Theory, Lecture 7

2020-01-1501:45:13

Quantum Theory, Lecture 3

2020-01-1501:38:30

Quantum Theory, Lecture 8

2020-01-1501:36:33

Quantum Theory, Lecture 6

2020-01-1501:45:22

Quantum Theory, Lecture 1

2020-01-1501:41:47

Quantum Theory, Lecture 5

2020-01-1501:38:03

Quantum Theory, Lecture 2

2020-01-1501:35:11

Quantum Theory, Lecture 4

2020-01-1501:40:33

Noncommutative geometry and physics 3

2020-01-1501:36:59

Noncommutative geometry and physics 2

2020-01-1501:02:34

Noncommutative geometry and physics 1

2020-01-1501:26:01

Discussion(Visions of the Early Universe)

2020-01-1529:47

Visions of the Early Universe

2020-01-1556:30

Quasi-Local Mass in General Relativity

2020-01-1501:08:11

The Shape of Spacetime

2020-01-1501:08:00

Introduction to toric geometry 1

2020-01-1501:29:10

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Introduction to toric geometry 1

Dr. Volker Braun (Dublin Institute for Advanced Studies)

#box-pro-ellipsis-176254509643035{-webkit-line-clamp:2;}Introduction to toric geometry 1

Introduction to toric geometry 1

Dr. Volker Braun (Dublin Institute for Advanced Studies)

Introduction to toric geometry 1