Add to ORKGRings of quotients of Cc(X), the subalgebra of C(X) consisting of elements with countable range are investigated. It is shown that if S is an open dense subset in X, then Cc(S) is a ring of quotients of Cc(X). Topological spaces X for which Cc(X) coincides with its classical ring of quotients (maximal ring of quotients) are characterized. It is proved that in a zero-dimensional locally compact space X, we always hav
summary:In this article we define the $m$-topology on some rings of quotients of $C(X)$. Using this,...
Suppose Q(KG) and Q(KH) are the maximal right quotient rings of the group algebras KG and KH (respec...
AbstractLet C(X) be the algebra of all K-valued continuous functions on a topological space X (with ...
Intermediate rings of the functionally countable subalgebra of C(X) (i.e., the rings Ac(X) lying bet...
AbstractIf X is a Tychonoff space, a zero-set Z of X is z-complemented in X if there exists a zero-s...
summary:In this short article we answer the question posed in Ghadermazi M., Karamzadeh O.A.S., Namd...
Let $C_c(X)=\{f\in C(X) : |f(X)|\leq \aleph_0\}$, $C^F(X)=\{f\in C(X): |f(X)|<\infty\}$, and $L_c(X)...
[EN] We construct the classical ring of quotients of the algebra of continuous real-valued functions...
In this paper we characterize commutative rings with finite dimensional classical ring of quotients....
[EN] The purpose of this article is to study and investigate ec-filters on X and ec-ideals in C*c (X...
summary:Let $X$ be a zero-dimensional space and $C_c(X)$ be the set of all continuous real valued fu...
Let C*(X, A) denote the ring of bounded continuous functions on a (Hausdorff) topological space X wi...
AbstractA Tychonoff space X such that the maximum ring of quotients of C(X) is uniformly complete is...
AbstractGiven a completely regular topological space X, we wish to determine the poset structure of ...
Let L be a zero-dimensional frame and ZL be the ring of continuous integer-valued functions on L. We...
summary:In this article we define the $m$-topology on some rings of quotients of $C(X)$. Using this,...
Suppose Q(KG) and Q(KH) are the maximal right quotient rings of the group algebras KG and KH (respec...
AbstractLet C(X) be the algebra of all K-valued continuous functions on a topological space X (with ...
Intermediate rings of the functionally countable subalgebra of C(X) (i.e., the rings Ac(X) lying bet...
AbstractIf X is a Tychonoff space, a zero-set Z of X is z-complemented in X if there exists a zero-s...
summary:In this short article we answer the question posed in Ghadermazi M., Karamzadeh O.A.S., Namd...
Let $C_c(X)=\{f\in C(X) : |f(X)|\leq \aleph_0\}$, $C^F(X)=\{f\in C(X): |f(X)|<\infty\}$, and $L_c(X)...
[EN] We construct the classical ring of quotients of the algebra of continuous real-valued functions...
In this paper we characterize commutative rings with finite dimensional classical ring of quotients....
[EN] The purpose of this article is to study and investigate ec-filters on X and ec-ideals in C*c (X...
summary:Let $X$ be a zero-dimensional space and $C_c(X)$ be the set of all continuous real valued fu...
Let C*(X, A) denote the ring of bounded continuous functions on a (Hausdorff) topological space X wi...
AbstractA Tychonoff space X such that the maximum ring of quotients of C(X) is uniformly complete is...
AbstractGiven a completely regular topological space X, we wish to determine the poset structure of ...
Let L be a zero-dimensional frame and ZL be the ring of continuous integer-valued functions on L. We...
summary:In this article we define the $m$-topology on some rings of quotients of $C(X)$. Using this,...
Suppose Q(KG) and Q(KH) are the maximal right quotient rings of the group algebras KG and KH (respec...
AbstractLet C(X) be the algebra of all K-valued continuous functions on a topological space X (with ...