Goto Chapter: Top 1 2 3 4 5 6 A Bib Ind
 [Top of Book]  [Contents]   [Previous Chapter]   [Next Chapter] 

References

[All ] Allen, J., Syzygies of string modules for special biserial algebras , School of Mathematics, University of Bristol ( 2021 )
( Work in progress ).

[ASS ] Assem, I., Simson, D. and Skowronski, A., Elements of the Representation Theory of Associative Algebras, volume I: Techniques of Representation Theory , Cambridge University Press , London Mathematical Society student texts ( 65 ) ( 2006 ).

[Ben ] Benson, D. J., Representations and Cohomology, I: Basic representation theory of finite groups and associative algebras , Cambridge University Press , Cambridge Studies in Advanced Mathematics ( 30 ) ( 1995 ).

[Dro ] Drozd, J. A. (Gabriel, P. and Dlab, V., Eds.), Tame and wild matrix problems , in Representation Theory II , Springer, Berlin, Heidelberg , Lecture Notes in Mathematics , 832 ( 1980 ), 242-258 .

[EHIS ] Erdmann, K., Holm, T., Iyama, O. and Schröer, J., Radical embeddings and representation dimension , Advances in Mathematics , 185 ( 2004 ), 159-177 .

[Gal] Galstad, J., PhD thesis
( Work in progress ).

[Gél ] Gélinas, V., The depth, the delooping level and the finitistic dimension ( 2020 )
( preprint ).

[GH ] Goodearl, K. R. and Huisgen-Zimmermann, B. (Reiten, I., Smalo, S. O. and Solberg, O., Eds.), Repetitive resolutions over classical orders and finite dimensional algebras , in Algebras and modules II: Eighth International Conference on Representations of Algebras, August 4-10, 1996, Geiranger, Norway , Canadian Mathematical Society , CMS Conference Proceedings , 24 ( 1996 ), 205-226 .

[Hui ] Huisgen-Zimmermann, B., Representation-tame algebras need not be homologically tame , Algebras and Representation Theory , 19 ( 2016 ), 943-956 .

[LM ] Liu, S. and Morin, J.-P., The strong no loop conjecture for special biserial algebras , Proceedings of the American Mathematical Society , 132 ( 12 ) ( 2004 ), 3513-3523 .

[Ric ] Rickard, J., Unbounded derived categories and the finitistic dimension conjecture , Advances in Mathematics , 354 ( 2019 ).

[WW ] Wald, B. and Waschbüsch, J., Tame biserial algebras , Journal of Algebra , 95 ( 1985 ), 480-500 .

 [Top of Book]  [Contents]   [Previous Chapter]   [Next Chapter] 
Goto Chapter: Top 1 2 3 4 5 6 A Bib Ind

generated by GAPDoc2HTML