activity
20192022
most citedGrothendieck duality and Greenlees-May duality on graded rings

2 citations · 5 across the 6 of their papers we have counts for

collaborators

7 papers

math.KT2022

Ribbon dioperads and modular ribbon properads

Wai-Kit Yeung

We define and study the notions of ribbon dioperads and modular ribbon properads. We give a Lie algebra structure on the colimit total object and the limit total object of a ribbon…

math.AG20221 cited

A higher Hodge extension of the Feigin-Tsygan Theorem

Wai-Kit Yeung

We show that the extended noncommutative de Rham complex of a cofibrant resolution, when completed at a certain Hodge filtration, is (reduced) quasi-isomorphic to the periodic cycl…

math.AG2021

Survey on homological flips and homological flops

Wai-Kit Yeung

We give a survey for the results in [Yeu20a, Yeu20b, Yeu20c], which attempts to relate the derived categories under general classes of flips and flops. We indicate how the approach…

math.AT2020

Representation homology of simply connected spaces

Yuri Berest, Ajay C. Ramadoss, Wai-Kit Yeung

Let be an affine algebraic group defined over field of characteristic zero. We study the derived moduli space of G-local systems on a pointed connected CW complex X trivial…

math.AG20202 cited

Weight truncation for wall-crossings in birational cobordisms

Wai-Kit Yeung

We develop the technique of weight truncation in the context of wall-crossings in birational cobordisms, parallel to that in [HL15, BFK19]. More precisely, for each such wall-cross…

math.AG20202 cited

Grothendieck duality and Greenlees-May duality on graded rings

Wai-Kit Yeung

We formulate and prove Serre's equivalence for -graded rings. When restricted to the usual case of -graded rings, our version of Serre's equivalence also sh…