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Vanilla 1.1.10 is a product of Lussumo. More Information: Documentation, Community Support.
brief category:people
-entry for hyperlinking references at gauge-Higgs unification and at Higgs field, GUT and elsewhere
added briefly the definition to Einstein-Yang-Mills theory
More redirects and a link to essential monomorphisms.
starting some minimum, but for the moment just to make links work at Atiyah-Bott-Shapiro orientation, Conner-Floyd isomorphism and cobordism theory determining homology theory
I added four more references at twisted spin^c structure (aka “Freed-Witten anomaly cancellation”) after A clean formulation and review is provided in….
created spin^c structure and twisted spin^c structure
I have split off spin^c from spin^c structure
added pointer to the recent
Don’t we need a geometric Spin^c structure to define the Spin^c Dirac operator? Otherwise, how is the connection on the complex spinor bundle defined?
Does the nLab have an article about geometric Spin^c structures?
In response to discussions at set theory, created structural set theory with a tentative formal definition of when a set theory is "structural."
briefly added something to fusion category. See also this blog comment.
created fivebrane 6-group with the idea
Created factorization system in a 2-category.
I wanted to be able to use the link without it appearing in grey, so I created a stub for general relativity.
added this pointer:
Peter Coles, Einstein, Eddington, and the 1919 Eclipse (arxIv:astro-ph/0102462)
(on the experimental confirmation of general relativity)
somebody signing as “Anonymous Coward” had created special relativity and typed in a confused paragraph (the smallest confusion being that the paragraph concerned not special but general relativity).
I removed that paragraph and quickly wrote a brief “Idea”-section . But have no time to do this justice now.
I gave the stub-entry Hopf algebroid a paragraph in the Idea-section that points out that already in commutative geometry there are two different kinds of Hopf algebroids associated with a groupoid (just as there are two versions of Hopf algebras associated with a group):
The commutative but non-co-commutative structure obtained by forming ordinary function algebras on objects and morphisms;
The non-commutative but co-commutative structure obtained by forming the groupoid convolution algebra.
For the moment I left the rest of the entry (which vaguely mentions commutative and non-commutative versions without putting them in relation) untouched, but I labelled the whole entry “under constructions”, since I think this issue needs to be discussed more for the entry not to be misleading.
I may find time to get back to this later…
added pointer to
which provides a wealth of computational details and illustrative graphics.
expanded at Chan-Paton bundle the Idea-section and added two pointers to lecture notes. Also expanded at Freed-Witten anomaly a little.
categorical wreath product. Finally.
edits and edit discussion on the entry conformal compactification is going on here
creating here a bare list of references, to be !include
-ed into the References-list at relevant entries (notably at Laughlin wavefunction and at conformal block)
finally added the original references
Yoichiro Nambu, Duality and Hadrodynamics, Notes prepared for the Copenhagen High Energy Symposium (1970) [doi:10.1142/9789812795823_0026]
Tetsuo Gotō, Relativistic Quantum Mechanics of One-Dimensional Mechanical Continuum and Subsidiary Condition of Dual Resonance Model, Progress of Theoretical Physics 46 5 (1971) 1560–1569 [doi:10.1143/PTP.46.1560]
Added
Since the Monster has a 3-cocycle of order 24, she’s looking at the categorical central extension by .
earlier today I had created a stub for anti de Sitter spacetime
a bare list of references, previously coded both at D=11 supergravity and at higher curvature correction, now extracted here to be !include
-ed back there, for ease of synchronizing
Have added to HowTo a description for how to label equations
In the course of this I restructured the section “How to make links to subsections of a page” by giving it a few descriptively-titled subsections.