Homotopy theory of moduli spaces

The purchaser shall be required to pay interest on said unpaid balance at ten percent (10%) per annum !Tom the date of the confirmation of the sale to the date of payment of

A dg algebra A is called of finite type if it is a homotopy retract in the homotopy category of dg algebras of the free finitely generated algbera khx 1 ,..

An interesting fact valids for finite H-spaces is the torus theorem proved by Hubbuck [24]: any connected finite H-space with homotopy commutative multiplication has the homotopy

Work of the author and of Joyal and Tierney has proved that the complete Segal space model structure on the category of simplicial spaces, two different Segal category model

Using time diary and survey data from three waves of the Panel Study of Income Dynamics Child Development Supplement (N = 2,622), we assess whether gains from mothers’ total time

(This result has already been noted in the literature, but without a detailed proof.) In Appendix D, we prove absolute purity for hermitian K-theory, on the model of the case of

a fibrant simplicial category K is homotopy locally presentable if and only if it admits a Dwyer-Kan equivalence to the simplicial category IntM of cofibrant and fibrant objects in