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The $U$-projective resolution of modules over path algebras of types $A_n$ and $\tilde{A}_n$
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In this paper we compute the $ U $-projective resolution of $ kQ $-modules where $ Q $ is quiver of type $ A_n $ and $ \tilde{A}_n $. The behavior of the sequence can be seen through its geometric representation.
Abstract
In this paper we compute the $ U $-projective resolution of $ kQ $-modules where $ Q $ is quiver of type $ A_n $ and $ \tilde{A}_n $. The behavior of the sequence can be seen through its geometric representation.
참고문헌 (10)
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- B. Davvaz, "A generalization of homological algebra", 대한수학회지, 39(6), pp.881~898 (2002), 대한수학회
- Faisal Faisal, "Auslander Reiten Quiver of Nakayama Algebra type Dynkin Graph An", Journal of Mathematical and Fundamental Sciences, 45(1), pp.1~16 (2013), The Institute for Research and Community Services (LPPM) ITB[DOI]
- Y. Mahatma, "Construction of U-extension module", AIP Conference Proceedings 1867 (2017)
- J. J. Rotman, "An Introduction to Homological Algebra" (2009), Springer
- Ouvrages de Math-ematiques de la SMC, "Quiver Representations, CMS Books in Mathematics", pp.2014, R. Schier
- M. Warkentin, "Fadenmoduln uber A und cluster-kombinatorik", pp.2008
관련 논문AI추천
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