Pat Lank
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Published
Descent conditions for generation in derived categories,
J.Pure Appl. Algebra (2024)
Preprints
“Classification and nonexistence results for tensor t-structures on derived categories of schemes” joint with
Rudradip Biswas
,
Alexander Clark
,
Kabeer Manali Rahul
, and
Chris J. Parker
;
arXiv version
“Approximability and Rouquier dimension for noncommuative algebras over schemes” joint with
Timothy De Deyn
and
Kabeer Manali Rahul
;
arXiv version
“Triangulated characterizations of singularities” joint with
Sridhar Venkatesh
;
arXiv version
“Closedness of the singular locus and generation for derived categories” joint with Souvik Dey;
arXiv version
“Dévissage for generation in derived categories” joint with Souvik Dey;
arXiv version
“Approximation by perfect complexes detects Rouquier dimension” joint with
Noah Olander
;
arXiv version
“A note on generation and descent for derived categories of noncommutative schemes” joint with
Anirban Bhaduri
and Souvik Dey;
arXiv version
“Strong generation for module categories” joint with Souvik Dey and
Ryo Takahashi
;
arXiv version
“High Frobenius Pushforwards generate the bounded derived category” joint with
Matthew Ballard
,
Srikanth B. Iyengar
,
Alapan Mukhopadhyay
, and
Josh Pollitz
;
arXiv version
In Preparation
“Perfect complexes and proper descent for algebraic stacks” joint with
Jack Hall
,
Fei Peng
, and
Alicia Lamarche