In this paper, we define generalized symmetric derivations on K\"{a} hler modules. We give
the relationships between the projective dimensions of $\Omega^{(1)}(R/k) $ and …

This article presents a new approach to stress the properties of Kahler modules. In this
paper, we construct the Kahler modules of second-degree exterior derivations and we …

This article presents a new approach to stress the properties of Kahler modules. In this
paper, we construct the Kahler modules of second-degree exterior derivations and we …

Let k be an algebraically closed field of characteristic zero, R, S affine k-algebras and letΩ
(q)(R/k) and Ω (q)(S/k) denote their universal finite Kähler modules of differentials over k. Our …

Bu tezde, herhangi birimli ve değişmeli bir R halkası üzerinde tanımlı evrensel modüllerin
ikinci mertebeden Exterior türevleri ile herhangi bir X⊗ Y halkası üzerinde tanımlı Kahler …

Let R and S be k-algebras with characteristic zero. Let Ω_k^ 1 (R⊗ _k S) and Ω_k^ 2 (R⊗ _k
S) are first and second order universal differential modules over R⊗ _k S, respectively. The …

Let k be an algebraically closed field of characteristic zero, and R/I and S/J be algebras over
k. Ω 1 (R/I) and Ω 1 (S/J) denote universal module of first order derivation over k. The main …

Editors: Ömer AKIN Mustafa ÖZKAN Abdulhamit KÜÇÜKASLAN Page 1 Editors: Ömer AKIN
Mustafa ÖZKAN Abdulhamit KÜÇÜKASLAN Page 2 International Conference on Mathematics …

In this paper, we define generalized symmetric derivations on Kahler modules. We give the
relationships between the projective dimensions of Ω (1)(R/k) and Ω (2)(R/k) by using the …

This thesis concerned with universal differential operator modules of order n. Let R be a
commutative k-algebra where k is an algebraically closed field of characteristic zero …