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Traffic and Value
| Is homotopytypetheory.org legit? | |
| Website Value | $214 |
| Alexa Rank | 1966321 |
| Monthly Visits | 2377 |
| Daily Visits | 80 |
| Monthly Earnings | $11.89 |
| Daily Earnings | $0.4 |
Homotopytypetheory.org Server Location
Country: United States
Metropolitan Area: San Francisco
Postal Reference Code: 94110
Latitude: 37.7506
Longitude: -122.4121
Summarized Content
Homotopytypetheory Main Page Content
| HTML Tag | Content | Informative? |
|---|---|---|
| Title: | Homotopy Type | Could be improved |
| Description: | This site serves to collect and disseminate research, resources, and tools for the investigation of homotopy type theory, and hosts a blog for those involved in its study. Homotopy Type Theory refers to a new field of study relating Martin-Löf’s system of intensional, constructive type theory |  |
| H1: | Homotopy Type Theory | Is it informative enough? |
| H2: | Homotopy Type Theory and Univalent Foundations | |
| H3: | One Response to Homotopy Type Theory and Univalent Foundations | |
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Internal Pages
| /about/feed/: | |
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| Title |
Comments on: Homotopy Type Theory and Univalent Foundations |
| Description |
Not defined |
| /coq/: | |
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| Title |
Code | Homotopy Type Theory |
| Description |
An intensional dependent type theory called the Calculus of Inductive Constructions (CIC) has implementations in proof istants such as Coq and Agda. The Martin-Lof type theory can be seen as a fragment of CIC. The standard univalent model that allows one to use MLTT to formalize abstract mathematics in the univalent style has been informally checked to extend… [censored]
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| /events/: | |
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| Title |
Events | Homotopy Type Theory |
| Description |
Here are some past HoTT events. The Institute for Advanced Study had a year-long special program devoted to the Univalent Foundations Program in 2012-13. See the list of Participants here. See the Wiki here. May 8 -- 11, 2013, there was a special session on Univalent Foundations at the North American Annual Meeting of the ociation for Symbolic… [censored]
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Events |
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| /links/: | |
|---|---|
| Title |
Links | Homotopy Type Theory |
| Description |
Introductory videos, talks, and blog posts A series of introductory talks on the Univalent Foundations Program were given at the IAS in December 2010. The talks can be viewed here, and among them are the following talks: Steve Awodey, Constructive type theory and homotopy. Andrew Appel, Introduction to the Coq proof istant. Vladimir Voevodsky, Univalent foundations… [censored]
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| H3 |
Introductory videos, talks, and blog posts |
| /references/: | |
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| Title |
References | Homotopy Type Theory |
| Description |
The list of references below is now superseded by the catalog of references on our wiki. Please refer to that catalog instead, and feel free to edit the information there. The list below is preserved for historical reasons, and is not up to date. A roughly taxonomised listing of some of the papers on Homotopy Type… |
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References |
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