Not signed in

Want to take part in these discussions? Sign in if you have an account, or apply for one below

• Forgot your password?
• Apply for membership

1. • CommentRowNumber1.
   • CommentAuthorUrs
   • CommentTimeJun 13th 2013
   • (edited Jun 13th 2013)
   • PermaLink
   Author: Urs
   Format: MarkdownItexI have created a table * _[[noncommutative motives - table]]_ and included it into the relevant entries. It looks like this: | geometric context | universal additive bivariant (preserves split exact sequences ) | universal localizing bivariant (preserves all exact sequences) | universal additive invariant | universal localizing invariant | |---|---|---|--|--| | [[noncommutative algebraic geometry]] | [[noncommutative motives]] $Mot_{add}$ | [[noncommutative motives]] $Mot_{loc}$ | [[algebraic K-theory]] | [[non-connective algebraic K-theory]] | | [[noncommutative topology]] | [[KK-theory]] | [[E-theory]] | [[operator K-theory]] | ... | I am not sure what should go in the bottom right corner.

   I have created a table

   • noncommutative motives - table

   and included it into the relevant entries.

   It looks like this:

   geometric context	universal additive bivariant (preserves split exact sequences )	universal localizing bivariant (preserves all exact sequences)	universal additive invariant	universal localizing invariant
   noncommutative algebraic geometry	noncommutative motives $Mot_{add}$	noncommutative motives $Mot_{loc}$	algebraic K-theory	non-connective algebraic K-theory
   noncommutative topology	KK-theory	E-theory	operator K-theory	…

   I am not sure what should go in the bottom right corner.