DOIAbstract
AbstractLet R be a commutative reduced, Z-torsion free ring. Let d and δ be two locally nilpotent derivations of R which commute, a an element of R. We prove that the derivation ad + δ is locally nilpotent if and only if d(a) = 0
AbstractLet R be a commutative reduced, Z-torsion free ring. Let d and δ be two locally nilpotent derivations of R which commute, a an element of R. We prove that the derivation ad + δ is locally nilpotent if and only if d(a) = 0
Abstract. Let A be a commutative associative integrally closed k-algebra without zero divisors effec...
AbstractIn this paper we study affine K-UFDs of transcendence degree n without nonconstant units, ha...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
International audienceLet be a commutative field of characteristic zero, be a domain containing and ...
International audienceLet be a commutative field of characteristic zero, be a domain containing and ...
Let k be a field of characteristic 0. We classify locally nilpotent derivations D : k[ X, Y, Z] &rar...
AbstractLet k be a field of characteristic zero, and let B be a k-domain. We characterize, among all...
Let Bm n (Fermat ring), where m ≥ 2 and n ≥ 3. In a recent paper D. Fiston and S. Maubach show that ...
Let A be an algebra over a field K of characteristic zero and let δ1,..., δs ∈ DerK(A) be commuting ...
In this thesis, we introduce the theory of locally nilpotent derivations and use it to compute certa...
In this paper we study affine -UFDs of transcendence degree n without nonconstant units, having n-1 ...
In this paper we study affine -UFDs of transcendence degree n without nonconstant units, having n-1 ...
In this paper, we consider the composition of derivations in Boolean semirings and investigate the c...
O principal objetivo desta dissertação é apresentar resultados centrais sobre derivações localmente ...
In this paper we study affine -UFDs of transcendence degree n without nonconstant units, having n-1...
Abstract. Let A be a commutative associative integrally closed k-algebra without zero divisors effec...
AbstractIn this paper we study affine K-UFDs of transcendence degree n without nonconstant units, ha...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
International audienceLet be a commutative field of characteristic zero, be a domain containing and ...
International audienceLet be a commutative field of characteristic zero, be a domain containing and ...
Let k be a field of characteristic 0. We classify locally nilpotent derivations D : k[ X, Y, Z] &rar...
AbstractLet k be a field of characteristic zero, and let B be a k-domain. We characterize, among all...
Let Bm n (Fermat ring), where m ≥ 2 and n ≥ 3. In a recent paper D. Fiston and S. Maubach show that ...
Let A be an algebra over a field K of characteristic zero and let δ1,..., δs ∈ DerK(A) be commuting ...
In this thesis, we introduce the theory of locally nilpotent derivations and use it to compute certa...
In this paper we study affine -UFDs of transcendence degree n without nonconstant units, having n-1 ...
In this paper we study affine -UFDs of transcendence degree n without nonconstant units, having n-1 ...
In this paper, we consider the composition of derivations in Boolean semirings and investigate the c...
O principal objetivo desta dissertação é apresentar resultados centrais sobre derivações localmente ...
In this paper we study affine -UFDs of transcendence degree n without nonconstant units, having n-1...
Abstract. Let A be a commutative associative integrally closed k-algebra without zero divisors effec...
AbstractIn this paper we study affine K-UFDs of transcendence degree n without nonconstant units, ha...
This paper proves the Commuting Derivations Conjecture in dimension three: if D1 andD2 are two local...
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