Mintys.Math istorija
Rodyti nežymius pakeitimus - Rodyti kodo pakeitimus
Attiyah, Bott, Shapiro. Clifford Modules. 1963.
- Clifford modules are representations of Clifford algebras.
- They describe the eightfold periodicity.
- Related to Adams's work on vector fields on spheres.
Milewski on Profunctors and Optics
- Related to the natural isomorphism in the Yoneda lemma
- End, wedge condition, natural transformation (finite automata) <-> coend, cowedge condition, composition (pushdown automata)
- Ninja Yoneda, Ninja co-Yoneda.
- Presheaf is colimit of representability (gigantic sum) = Vector can be represented as sum over basis. Representability forms a basis over cosheafs.
- Related to Adams's work on vector fields on spheres.
- Related to Adams's work on vector fields on spheres.
Milewski on Profunctors and Optics
- Related to the natural isomorphism in the Yoneda lemma
- End, wedge condition, natural transformation (finite automata) <-> coend, cowedge condition, composition (pushdown automata)
- Ninja Yoneda, Ninja co-Yoneda.
- Presheaf is colimit of representability (gigantic sum) = Vector can be represented as sum over basis. Representability forms a basis over cosheafs.
Attiyah, Bott, Shapiro. Clifford Modules. 1963. Related to Adams's work on vector fields on spheres.
Attiyah, Bott, Shapiro. Clifford Modules. 1963.
- Clifford modules are representations of Clifford algebras.
- They describe the eightfold periodicity.
- Related to Adams's work on vector fields on spheres.
Attiyah, Bott, Shapiro. Clifford Modules. Related to Adams's work on vector fields on spheres.
Attiyah, Bott, Shapiro. Clifford Modules. 1963. Related to Adams's work on vector fields on spheres.
Attiyah, Bott, Shapiro. Clifford Modules. Related to Adams's work on vector fields on spheres.
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