Symmetric derivations of universal modules
2016
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Advisor: Yrd. Doç. Dr. Ela Aydın ; Doç. Dr. Necati Olgun
Abstract (EN)
The aim of this study is to determine homological properties on second order Kähler modules of using generalized symmetric derivations of higher order universal modules related to first order Kähler modules. That is, in this study, we identified new exact sequences related to second order symmetric derivations of Kähler modules and proved them. Then, we assigned that is isomorphic to what? where is a canonical map from to . Then, we calculated projective dimensions of second order symmetric derivations of universal modules on hypersurfaces using a new isomorphism proved by us and gave some examples about them.
Author
Hamiyet Merkepçi
How to Cite
Hamiyet Merkepçi (Doctorate thesis). Symmetric derivations of universal modules, 2016, Çukurova University.
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