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- Calculus_of_functors abstract "In algebraic topology, a branch of mathematics, the calculus of functors or Goodwillie calculus is a technique for studying functors by approximating them by a sequence of simpler functors; it generalizes the sheafification of a presheaf. This sequence of approximations is formally similar to the Taylor series of a smooth function, hence the term "calculus of functors".Many objects of central interest in algebraic topology can be seen as functors, which are difficult to analyze directly, so the idea is to replace them with simpler functors which are sufficiently good approximations for certain purposes.The calculus of functors was developed by Thomas Goodwillie in a series of three papers in the 1990s and 2000s, and has since been expanded and applied in a number of areas.".
- Calculus_of_functors wikiPageExternalLink syllabus.pdf.
- Calculus_of_functors wikiPageExternalLink goodwillie.html.
- Calculus_of_functors wikiPageExternalLink ~klein.
- Calculus_of_functors wikiPageExternalLink mweis_02.
- Calculus_of_functors wikiPageID "23694557".
- Calculus_of_functors wikiPageRevisionID "580272248".
- Calculus_of_functors hasPhotoCollection Calculus_of_functors.
- Calculus_of_functors subject Category:Algebraic_topology.
- Calculus_of_functors subject Category:Functors.
- Calculus_of_functors comment "In algebraic topology, a branch of mathematics, the calculus of functors or Goodwillie calculus is a technique for studying functors by approximating them by a sequence of simpler functors; it generalizes the sheafification of a presheaf.".
- Calculus_of_functors label "Calculus of functors".
- Calculus_of_functors sameAs m.06zkrb1.
- Calculus_of_functors sameAs Q5018894.
- Calculus_of_functors sameAs Q5018894.
- Calculus_of_functors wasDerivedFrom Calculus_of_functors?oldid=580272248.
- Calculus_of_functors isPrimaryTopicOf Calculus_of_functors.