Let be an algebraically closed field of characteristic zero, an affine k-algebra and let denote
its universal finite Kähler module of differentials over. In this paper, we consider the tensor …

The main result in this article gives a partial answer to the following question for n= 2. Let k
[U] and k [V] be the coordinate rings of the irreducible algebraic sets U and V, respectively. Is …

Let k be a commutative ring and assume that R is a commutative k-algebra. Let Ω 2 (R) be
the second order universal module of derivations of R. In this paper, we define the function Ω …

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 …

{ }, } Page 1 International Conference on Natural Science and Engineering (ICNASE’16) March
19-20, 2016, Kilis FITTING IDEALS OF THE UNIVERSAL MODULES Necati Olgun, Mehmet …

This study is interested in the exterior and symmetric derivation on universal modules. In this
paper, we investigated some interesting homological results about universal modules of …

Abstract $ R= k [x_1,..., x_s] $ be a polynomial algebra and I be an ideal of R generated by $
f\in R. $ Then $ S= R/I=\frac {k [x_1,..., x_s]}{(f)} $ be an affine domain which is called …

Bu çalışmanın amacı, üzerinde tanımlanan simetrik türevin yüksek mertebeden evrensel
türev modülleri üzerinde genelleştirilmiş tanımını da kullanarak üzerinde hangi homolojik …

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 …