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3 years ago
About Words To The Iraq War Supporters
How dear you go over a place that took
1000's years in the making with blood sweat and tears of the people and tell them that it is all for nothing? that is racism and dictatorship my friend{claimming that their way of life is inferior to your own}the book of life will tell you the same thing when you stand infront of the 12 gates, guarded by the sacred ushers of god burning judgement upon your tainted essence.
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How dear you go over a place that took
1000's years in the making with blood sweat and tears of the people and tell them that it is all for nothing? that is racism and dictatorship my friend{claimming that their way of life is inferior to your o...
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Created by
EbonySolaceLatest Activity
May 22, 2008Date Joined
Apr 27, 2008
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About this user
My Passion is Quantum Physics---------
process some call {categorification} consists of interpreting set-theoretic structures in mathematics as derived from category-theoretic structures. Examples include the interpretation of N as the Burnside rig of the category of finite sets with product and coproduct, and of N[x] in terms the category of combinatorial species. This has interesting applications to quantum mechanics, and in particular the quantum harmonic oscillator, via Joyal's `combinatorial species', and a new generalization called {stuff types} described by Baez and Dolan, which are a special case of Kelly's `clubs'. Operators between stuff types be represented as rudimentary Feynman diagrams for the oscillator. In quantum mechanics, we want to represent states in an algebra over the complex numbers, and also want our Feynman diagrams to carry more structure than these {stuff operators} can do, and these turn out to be closely related. We will describe a categorification of the quantum harmonic oscillator in which the group of `phases' - that is, U(1), the circle group - plays a special role. We describe a general notion of {M-stuff types} for any monoid M, and see that the case M = U(1) provides an interpretation of time evolution in the combinatorial setting, as well as recovering the usual Feynman rules for the quantum harmonic oscillator and that's pretty much it.
Country
United StatesOccupation
Student, Mcdonald employeeSchools
Nevada State CollegeInterests
Reading, Cooking, Video games, Youtube, History, jogging, Inlines, Music, African Antiquity, Online Streaming,more to come
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