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Enter words or phrases, names or places to create your custom video playlist.
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27:57
Topology & Geometry - LECTURE 01 Part 01/02 - by Dr Tadashi Tokieda
This video forms part of a course on Topology & Geometry by Dr Tadashi Tokieda held at AIM...
published: 12 May 2014
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14:58
Topology - Part 1
Part 1 of the Topology series from Why U. A humorous look at the topology of curved space....
published: 05 Jul 2011
author: MyWhyU
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36:27
Introduction to Higher Mathematics - Lecture 14: Topology
Here we delve a bit into the realm of topology, adding a notion of "closeness" to our sets...
published: 25 Mar 2013
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11:02
Topology of a Twisted Torus - Numberphile
Featuring Professor Carlo Séquin - see more from him at: http://bit.ly/carlosequin More on...
published: 27 Jan 2014
author: Numberphile
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3:50
Hitler Learns Topology
Hitler gets confused about the topological definitions of open and closed sets. Then he to...
published: 01 Feb 2010
author: Benjatastic
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30:06
AlgTop0: Introduction to Algebraic Topology
This is the Introductory lecture to a beginner's course in Algebraic Topology given by N J...
published: 26 Jul 2010
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55:48
MathHistory17: Topology
This video gives a brief introduction to Topology. The subject goes back to Euler (as do s...
published: 13 May 2012
author: njwildberger
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56:29
Differential Topology | Lecture 1 by John W. Milnor
Soon after winning the Fields Medal in 1962, a young John Milnor gave these now-famous lec...
published: 29 Mar 2014
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42:29
Point-Set Topology 1: Open and Closed Sets
Our study of point set topology (also known as elementary topology & general topology) sta...
published: 30 Apr 2014
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13:40
General Topology Lecture 1 Part 1
Lecture written by Victor Victorov and edited and presented by James Dilts Definition and ...
published: 16 Mar 2011
author: vivictorov
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8:30
Introduction to Topology
This first lecture of the series Comically Small Lectures On Point Set Topology. We will g...
published: 13 May 2009
author: jadenbane
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57:34
Surfaces and Topology - Professor Raymond Flood
Topology, sometimes called rubber sheet geometry, is an important and young branch of Math...
published: 07 Feb 2014
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19:23
Blender Topology Collection: Head Overview
http://cgcookie.com/blender/cgc-series/learning-mesh-topology-collection/...
published: 09 Nov 2012
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54:04
Bob Franzosa - Introduction to Topology
http://www.coa.edu 2010.02.09 Introduction to Topology: From the Konigsberg Bridges to Geo...
published: 12 Feb 2010
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5:52
Computer Networking Tutorial - 14 - Star Topology
Visit my website at http://thenewboston.com for all of my videos! My Google+ - https://plu...
published: 13 Dec 2012
author: thenewboston
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28:10
Using Dynamic Topology Sculpting In Blender
Part one of a series showing how to take a sculpt, re-topologize it, paint it and render i...
published: 10 Jul 2013
author: ToaOfTech
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9:21
Hausdorff Example 1: Cofinite Topology
Point Set Topology: We recall the notion of a Hausdorff space and consider the cofinite to...
published: 03 Jan 2012
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69:25
Quanta, Symmetry, and Topology | Frank Wilczek
Frank Wilczek, Herman Feshbach Professor of Physics, Massachusetts Institute of Technology...
published: 26 Apr 2012
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8:07
Topology #1 Metrics
Introduction to Metrics....
published: 25 Oct 2010
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1:47
Robotics;Notes ED2 - Topology (Piano Transcription)
The sheet music can be found on my website! http://www.ishter.com The book of my face: htt...
published: 04 Feb 2013
author: ~ishter-kun~
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6:23
Como Resolver Topology data is Blank no ABGX
Como Resolver Topology data is Blank no ABGX Link Arquivos para ABGX: http://adf.ly/uD2wg...
published: 21 Nov 2014
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3:42
Automate Network Discovery and Mapping with SolarWinds Network Topology Mapper
For more information on NTM, visit: http://bit.ly/NTM-Network-Mapping SolarWinds Network...
published: 20 Jan 2015
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5:23
Topology - ArcGIS
How to fix polygon's overlapping error....
published: 27 May 2011
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2:01
bus topology
bus topology....
published: 09 Aug 2012
author: Joan Molina
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bus topology

Published: 09 Aug 2012

Topology (from the Greek τόπος, “place”, and λόγος, “study”) is a major area of mathematics concerned with properties that are preserved under continuous deformations of objects, such as deformations that involve stretching, but no tearing or gluing. It emerged through the development of concepts from geometry and set theory, such as space, dimension, and transformation.

Ideas that are now classified as topological were expressed as early as 1736. Toward the end of the 19th century, a distinct discipline developed, which was referred to in Latin as the geometria situs (“geometry of place”) or analysis situs (Greek-Latin for “picking apart of place”). This later acquired the modern name of topology. By the middle of the 20th century, topology had become an important area of study within mathematics.

The word topology is used both for the mathematical discipline and for a family of sets with certain properties that are used to define a topological space, a basic object of topology. Of particular importance are homeomorphisms, which can be defined as continuous functions with a continuous inverse.




This page contains text from Wikipedia, the Free Encyclopedia - http://en.wikipedia.org/wiki/Topology

This article is licensed under the Creative Commons Attribution-ShareAlike 3.0 Unported License, which means that you can copy and modify it as long as the entire work (including additions) remains under this license.