182 citations · 232 across the 9 of their papers we have counts for
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math.AG2008★ 21 cited
Generating functions of stable pair invariants via wall-crossings in derived categories
Yukinobu Toda
The notion of limit stability on Calabi-Yau 3-folds is introduced by the author to construct an approximation of Bridgeland-Douglas stability conditions at the large volume limit.…
math.AG2007★ 8 cited
Birational Calabi-Yau 3-folds and BPS state counting
Yukinobu Toda
This paper contains some applications of Bridgeland-Douglas stability conditions on triangulated categories, and Joyce's work on counting invariants of semistable objects, to the s…
math.AG2007★ 4 cited
Moduli stacks and invariants of semistable objects on K3 surfaces
Yukinobu Toda
For a K3 surface X and its bounded derived category of coherent sheaves D(X), we have the notion of stability conditions on D(X) in the sense of T.Bridgeland. In this paper, we sho…
math.AG2005★ 3 cited
Hilbert schemes of points via McKay correspondences
Yukinobu Toda
The results of this paper were already known.