AbstractWe investigate rational approximations (r/p,q/p) or (r/p,q/r) to points on the curve (α,ατ) for almost all α>0, where p,q,r are all primes. We immediately obtain corollaries on making p,[αp], [ατp] simultaneously prime
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
AbstractWe investigate rational approximations (r/p,q/p) or (r/p,q/r) to points on the curve (α,ατ) ...
AbstractThe primary goal of this paper is to complete the theory of metric Diophantine approximation...
This thesis is concerned with the theory of Diophantine approximation from the point of view of mea...
This thesis is concerned with the theory of Diophantine approximation from the point of view of mea...
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...
The theory of metric Diophantine approximation can be studied from many dierent perspectives. The p...
The theory of metric Diophantine approximation can be studied from many dierent perspectives. The p...
Diophantine approximation is traditionally the study of how well real numbers are approximated by ra...
AbstractIt is shown that, if ψ(n) is a real function with 0 < ψ(n) < 12, and satisfies a simple regu...
The theory of metric Diophantine approximation can be studied from many dierent perspectives. The p...
AbstractThe primary goal of this paper is to complete the theory of metric Diophantine approximation...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
AbstractWe investigate rational approximations (r/p,q/p) or (r/p,q/r) to points on the curve (α,ατ) ...
AbstractThe primary goal of this paper is to complete the theory of metric Diophantine approximation...
This thesis is concerned with the theory of Diophantine approximation from the point of view of mea...
This thesis is concerned with the theory of Diophantine approximation from the point of view of mea...
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...
The theory of metric Diophantine approximation can be studied from many dierent perspectives. The p...
The theory of metric Diophantine approximation can be studied from many dierent perspectives. The p...
Diophantine approximation is traditionally the study of how well real numbers are approximated by ra...
AbstractIt is shown that, if ψ(n) is a real function with 0 < ψ(n) < 12, and satisfies a simple regu...
The theory of metric Diophantine approximation can be studied from many dierent perspectives. The p...
AbstractThe primary goal of this paper is to complete the theory of metric Diophantine approximation...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
Let C be a nondegenerate planar curve and for a real, positive decreasing function ψ let C(ψ) denote...
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