User:Subh83/PlannedContents: Difference between revisions
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* '''[[Universal bundle]]''': Section on on Milnor construction. This is a fundamental construction for defining universal bundles. (ref: Chapter 4 of "Fiber Bundles" by D. Husemoller) |
* '''[[Universal bundle]]''': Section on on Milnor construction. This is a fundamental construction for defining universal bundles. (ref: Chapter 4 of "Fiber Bundles" by D. Husemoller) |
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* '''[[Topological K-theory]]''': Expand on the definition. |
* '''[[Topological K-theory]]''': Expand on the definition. |
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* '''[[ |
* '''[[Schr%C3%B6dinger_equation]]''': Axiomatic derivation of the equation using time evolution operator. See the [[Talk:Schr%C3%B6dinger_equation#Axiomatic_construction_using_time-evolution_operator|talk page discussion]]. |
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https://en.wikipedia.org/wiki/Talk:Schr%C3%B6dinger_equation#Axiomatic_construction_using_time-evolution_operator talk page discussion]. |
Revision as of 22:12, 21 February 2014
The purpose of this page is to assist me not to forget what I thought of doing, even if I were unable to do it due to lack of time. Please feel free to add your comments, suggestions and/or willingness to help with any of the planned items to the talk page of this list.
Planned New Articles
This section lists some articles that I have planned to create in Wikipedia. Please add your comments, suggestions and/or willingness to help with any of the planned items to the talk page.
- Separate article for Homotopy Equivalence (see Talk:Homotopy#New_article_for_homotopy_equivalence).
- A simple article for describing the differences between homotopy, homology and homeomorphism. (see Talk:Homotopy#Homology.2C_homotopy_and_homeomorphism).
- Article on local isometric embedding (Janet-Cartan theorem: ref-1, ref-2). Link it to Nash embedding theorem.
- Article on "gravity induced quantum interference".
Planned Contents
This section lists some contents that I have planned to add to some already-existing articles. Please add your comments, suggestions and/or willingness to help with any of the planned items to the talk page.
- n-sphere: Construction of n-sphere as the quotient space .
- Relative homology: Add better explanation, possibly an illustration. Write explicitly the inclusion, restriction maps on top of the arrows in the chains.
- Homotopy extension property: Create an illustration for describing HEP.
- Homotopy extension property: Fix the diagram. It is confusing.
- Deformation retract: Add an illustrative animation.
- Universal bundle: Section on on Milnor construction. This is a fundamental construction for defining universal bundles. (ref: Chapter 4 of "Fiber Bundles" by D. Husemoller)
- Topological K-theory: Expand on the definition.
- Schrödinger_equation: Axiomatic derivation of the equation using time evolution operator. See the talk page discussion.