International audienceWe show that every polynomial overring of the ring Int(Z) of polynomials which are integer-valued over Z may be considered as the ring of polynomials which are integer-valued over some subset of 2, the profinite completion of Z with respect to the fundamental system of neighbourhoods of 0 consisting of all non-zero ideals of Z
AbstractLet D be a domain with quotient field K. We investigate conditions under which the ring Int(...
AbstractWhen D is an integral domain with field of fractions K, the ring Int(D)={f(x)∈K[x]|f(D)⊆D} o...
AbstractLetAbe a Dedekind domain with finite residue fields,Kit's quotient field,La finite separable...
We show that every polynomial overring of the ring Int(\mathbb{Z}) of polynomials which are integer-...
AbstractThe classical ring of integer-valued polynomials Int(Z) consists of the polynomials in Q[X] ...
International audienceThe authors wish to celebrate the centenary of Polya's paper Ueber ganzwertige...
Let D be a domain with quotient field K. We consider the ring IntD.[ fg Kw X x; f D.:Dx of integer-...
Let D be a domain with quotient field K. We consider the ring IntD.[ fg Kw X x; f D.:Dx of integer-...
When D is an integral domain with field of fractions K, one may define the ring Int(D) of integer-va...
We study the space of valuation overrings of Z[X] by ordering them using a constructive process. Th...
We study the space of valuation overrings of Z[X] by ordering them using a constructive process. Th...
AbstractLet D be a unique factorization domain and S an infinite subset of D. If f(X) is an element ...
Let $K$ be a number field of degree $n$ with ring of integers $O_K$. By means of criterion of Gilmer...
AbstractThe author defines canonical bases for ideals in polynomial rings over Z and develops an alg...
Master정역 D가 주어졌을 때 D[X]와 K[X]사이의 특별한 성질을 갖는 환 Int(D)를 정의하고, 그 성질들을 조사하였다. 그리고 Int(Z)의 소이데알들을 완벽히 분류하...
AbstractLet D be a domain with quotient field K. We investigate conditions under which the ring Int(...
AbstractWhen D is an integral domain with field of fractions K, the ring Int(D)={f(x)∈K[x]|f(D)⊆D} o...
AbstractLetAbe a Dedekind domain with finite residue fields,Kit's quotient field,La finite separable...
We show that every polynomial overring of the ring Int(\mathbb{Z}) of polynomials which are integer-...
AbstractThe classical ring of integer-valued polynomials Int(Z) consists of the polynomials in Q[X] ...
International audienceThe authors wish to celebrate the centenary of Polya's paper Ueber ganzwertige...
Let D be a domain with quotient field K. We consider the ring IntD.[ fg Kw X x; f D.:Dx of integer-...
Let D be a domain with quotient field K. We consider the ring IntD.[ fg Kw X x; f D.:Dx of integer-...
When D is an integral domain with field of fractions K, one may define the ring Int(D) of integer-va...
We study the space of valuation overrings of Z[X] by ordering them using a constructive process. Th...
We study the space of valuation overrings of Z[X] by ordering them using a constructive process. Th...
AbstractLet D be a unique factorization domain and S an infinite subset of D. If f(X) is an element ...
Let $K$ be a number field of degree $n$ with ring of integers $O_K$. By means of criterion of Gilmer...
AbstractThe author defines canonical bases for ideals in polynomial rings over Z and develops an alg...
Master정역 D가 주어졌을 때 D[X]와 K[X]사이의 특별한 성질을 갖는 환 Int(D)를 정의하고, 그 성질들을 조사하였다. 그리고 Int(Z)의 소이데알들을 완벽히 분류하...
AbstractLet D be a domain with quotient field K. We investigate conditions under which the ring Int(...
AbstractWhen D is an integral domain with field of fractions K, the ring Int(D)={f(x)∈K[x]|f(D)⊆D} o...
AbstractLetAbe a Dedekind domain with finite residue fields,Kit's quotient field,La finite separable...
DOI
Add to ORKG