DOIAbstract
We study the problem of Diophantine approximation on lines in R<sup>2</sup> with prime numerator and denominator
We study the problem of Diophantine approximation on lines in R<sup>2</sup> with prime numerator and denominator
AbstractWe consider metric results for the asymptotic behavior of the number of solutions of Diophan...
In the first part of this thesis various problems in diophantine approximation are considered, which...
In this article we formalize some results of Diophantine approximation, i.e. the approximation of an...
We study the problem of Diophantine approximation on lines in Rd under certain primality restriction...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We refine a result of the last two Authors of [8] on a Diophantine approximation problem with two pr...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
We prove a result in Diophantine approximation with a prime an three squares of primes
AbstractIt is shown that, if ψ(n) is a real function with 0 < ψ(n) < 12, and satisfies a simple regu...
AbstractWe investigate rational approximations (r/p,q/p) or (r/p,q/r) to points on the curve (α,ατ) ...
Suppose that λ1, λ2, λ3, λ4, λ5 are nonzero real numbers, not all of the same sign, λ1/λ2 is irratio...
Diophantine approximation is traditionally the study of how well real numbers are approximated by ra...
AbstractWe consider metric results for the asymptotic behavior of the number of solutions of Diophan...
In the first part of this thesis various problems in diophantine approximation are considered, which...
In this article we formalize some results of Diophantine approximation, i.e. the approximation of an...
We study the problem of Diophantine approximation on lines in Rd under certain primality restriction...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We refine a result of the last two Authors of [8] on a Diophantine approximation problem with two pr...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
We investigate the problem of best simultaneous Diophantine approximation under a constraint on the...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
The original problem of Diophantine approximation, which goes back to the famous 1842 theorem of Dir...
We prove a result in Diophantine approximation with a prime an three squares of primes
AbstractIt is shown that, if ψ(n) is a real function with 0 < ψ(n) < 12, and satisfies a simple regu...
AbstractWe investigate rational approximations (r/p,q/p) or (r/p,q/r) to points on the curve (α,ατ) ...
Suppose that λ1, λ2, λ3, λ4, λ5 are nonzero real numbers, not all of the same sign, λ1/λ2 is irratio...
Diophantine approximation is traditionally the study of how well real numbers are approximated by ra...
AbstractWe consider metric results for the asymptotic behavior of the number of solutions of Diophan...
In the first part of this thesis various problems in diophantine approximation are considered, which...
In this article we formalize some results of Diophantine approximation, i.e. the approximation of an...
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