A lower bound for the number of integer polynomials which simultaneously have “close” complex roots and “close” p-adic roots is obtained
The author uses an elementary lemma on primes dividing bino-mial coecients and estimates for primes ...
AbstractLower bounds are obtained on the simultaneous diophantine approximation of some values of ce...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
A lower bound for the number of integer polynomials which simultaneously have “close” complex roots ...
A lower bound for the number of integer polynomials which simultaneously have “close” complex roots ...
A lower bound for the number of integer polynomials which simultaneously have “close” complex roots ...
AbstractA lower bound for the number of integer polynomials which simultaneously have “close” comple...
AbstractA lower bound for the number of integer polynomials which simultaneously have “close” comple...
The section 4 of this new version has been rewritten to simplify the proof of the main result. Other...
We study the problem of simultaneous approximation to a fixed family of real and p-adic numbers by r...
In this thesis, we study the problem of simultaneous approximation to a fixed family of real and p-a...
In this paper it is shown that if the volume sum ∑r = 1∞ Ψ(r) converges for a monotonic function Ψ t...
In this paper it is shown that if the volume sum ∑r = 1∞ Ψ(r) converges for a monotonic function Ψ t...
In this paper it is shown that if the volume sum ∑r = 1∞ Ψ(r) converges for a monotonic function Ψ t...
Nous établissons une nouvelle minoration de la distance entre deux racines d'un polynôme à coefficie...
The author uses an elementary lemma on primes dividing bino-mial coecients and estimates for primes ...
AbstractLower bounds are obtained on the simultaneous diophantine approximation of some values of ce...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
A lower bound for the number of integer polynomials which simultaneously have “close” complex roots ...
A lower bound for the number of integer polynomials which simultaneously have “close” complex roots ...
A lower bound for the number of integer polynomials which simultaneously have “close” complex roots ...
AbstractA lower bound for the number of integer polynomials which simultaneously have “close” comple...
AbstractA lower bound for the number of integer polynomials which simultaneously have “close” comple...
The section 4 of this new version has been rewritten to simplify the proof of the main result. Other...
We study the problem of simultaneous approximation to a fixed family of real and p-adic numbers by r...
In this thesis, we study the problem of simultaneous approximation to a fixed family of real and p-a...
In this paper it is shown that if the volume sum ∑r = 1∞ Ψ(r) converges for a monotonic function Ψ t...
In this paper it is shown that if the volume sum ∑r = 1∞ Ψ(r) converges for a monotonic function Ψ t...
In this paper it is shown that if the volume sum ∑r = 1∞ Ψ(r) converges for a monotonic function Ψ t...
Nous établissons une nouvelle minoration de la distance entre deux racines d'un polynôme à coefficie...
The author uses an elementary lemma on primes dividing bino-mial coecients and estimates for primes ...
AbstractLower bounds are obtained on the simultaneous diophantine approximation of some values of ce...
summary:After a brief exposition of the state-of-art of research on the (Euclidean) simultaneous Dio...
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