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1
Introduction
2
General Remarks
3
Algebra
4
Reconstruction Theorem
5
Simplest Example
6
Differential Operators
7
Example
8
Fuzzy Spaces
9
adjoint of operators
10
antiamission
11
Hermitian operator
12
Representation
13
Linear Term
14
Casimir Operator
15
Eigma Operator
16
Eigenvectors
17
Questions
Description:
Dive into the world of non-commutative geometry with this comprehensive lecture, the first in a three-part series delivered by John Barrett at the Galileo Galilei Institute. Over the course of 1 hour and 41 minutes, explore fundamental concepts such as algebra, reconstruction theorems, and differential operators. Gain insights into fuzzy spaces, Hermitian operators, and representations. Examine linear terms, Casimir operators, and eigenvectors. The lecture concludes with a Q&A session, allowing for deeper understanding and clarification of complex topics. Perfect for mathematics enthusiasts and students seeking to expand their knowledge in advanced geometric theories.

Introduction to Non-Commutative Geometry - Lecture 1

Galileo Galilei Institute
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