Updated on 2024/04/02
Master in Mathematics （ 2010.7 University of Cambridge (UK) ）
representation theory; finite dimensional algebras
Natural Science / Algebra / Representation theory of finite dimensional algebras
Natural Science / Algebra
Representation theory of finite dimensional algebras
2-representation theory of finitary categories
Nagoya University Graduate School of Mathematics JSPS International Research Fellow
2017.4 - 2019.3
Country：Japan
Nagoya University Graduate School of Mathematics Associate Professor
2016.8 - 2017.3
Country：Japan
Uppsala University Department of Mathematics Post-doctoral researcher
2014.10 - 2016.3
Country：Sweden
University of Aberdeen Faculty of Science Department of Mathematics Mathematical Science
2010.9 - 2014.7
Country： United Kingdom
University of Cambridge Faculty of Mathematics Mathematical Science
2006.10 - 2010.7
Country： United Kingdom
On representation-finite gendo-symmetric algebras with only one non-injective projective module Reviewed
Takuma Aihara, Aaron Chan, Takahiro Honma
Journal of Algebra Vol. 603 page： 61 - 88 2022.8
COIDEMPOTENT SUBCOALGEBRAS AND SHORT EXACT SEQUENCES OF FINITARY 2-REPRESENTATIONS Reviewed International coauthorship
AARON CHAN, VANESSA MIEMIETZ
Nagoya Mathematical Journal Vol. 243 page： 316 - 341 2021.9
Irreducible representations of the symmetric groups from slash homologies of p-complexes
Aaron Chan
Algebraic Combinatorics 2021.2
On simple-minded systems and τ-periodic modules of self-injective algebras
Aaron Chan
Journal of Algebra Vol. 560 page： 416 - 441 2020.10
Auslander–Gorenstein algebras from Serre-formal algebras via replication Reviewed
Chan, A., Iyama, O., Marczinzik, R.
Advances in Mathematics Vol. 345 page： 222 - 262 2019.3
On Representation-Finite Gendo-Symmetric Biserial Algebras Reviewed
Chan, A., Marczinzik, R.
Algebras and Representation Theory Vol. 22 ( 1 ) page： 141 - 176 2019.2
Diagrams and discrete extensions for finitary 2-representations Reviewed
Chan, A., Mazorchuk, V.
Mathematical Proceedings of the Cambridge Philosophical Society Vol. 166 ( 2 ) page： 325 - 352 2019
Classification of two-term tilting complexes over Brauer graph algebras Reviewed
Adachi, T., Aihara, T., Chan, A.
Mathematische Zeitschrift Vol. 290 ( 1-2 ) page： 1 - 36 2018.10
Simple-minded systems, configurations and mutations for representation-finite self-injective algebras
Aaron CHAN, Steffen KOENIG, Yuming LIU
Journal of Pure and Applied Algebra Vol. 219 ( 6 ) page： 1940-1961 2014.8
Two-term tilting complexes and simple-minded systems of self-injective Nakayama algebras
Aaron CHAN
Algebra and Representation theory Vol. 18 ( 1 ) page： 183-203 2014.6
Some homological properties of tensor and wreath products of quasi-hereditary algebras
Aaron CHAN
Communication in Algebras Vol. 42 ( 6 ) page： 2368-2379 2014.2
A geometric model of Brauer graph algebras
Takahide Adachi, Aaron Chan
Proceedings of the 51st Symposium on Ring Theory and Representation Theory 2019.2
Rings and representation theory
Aaron CHAN
49th Japan Ring Symposium
Representation theory International conference
Aaron CHAN
Workshop on Brauer graph algebras
Representation theory
Aaron CHAN
39th ARTIN meeting
Koszul algebra and Koszul duality
2022.3
Ryo Kanda, Hiroyuki Minamoto
Authorship：Principal investigator
Grant amount：\50000 （ Direct Cost: \50000 ）
Tilting theory of gentle algebras via surface combinatorics
2019.10 - 2020.10
Grant-in-Aid for Scientific Research
Authorship：Principal investigator
Tilting theory of gentle algebras via surface combinatorics
Grant number：19K23401 2019.8 - 2023.3
Japan Society for the Promotion of Science Grants-in-Aid for Scientific Research Grant-in-Aid for Research Activity Start-up
Authorship：Principal investigator
Grant amount：\2860000 （ Direct Cost: \2200000 、 Indirect Cost：\660000 ）
