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1
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On the multiples of a badly approximable vector

100%
EN
Let d be a positive integer and α a real algebraic number of degree d + 1. Set $α̲:= (α,α²,...,α^{d})$. It is well-known that $c(α̲) := lim inf_{q→ ∞} q^{1/d}·||qα̲|| > 0$, where ||·|| denotes the distance to the nearest integer. Furthermore, $c(α̲)n^{-1/d} ≤ c(nα̲) ≤ nc(α̲)$ for any integer n ≥ 1. Our main result asserts that there exists a real number C, depending only on α, such that $c(nα̲) ≤ Cn^{-1/d}$ for any integer n ≥ 1.
2
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On the diophantine equation $x^2 - p^m = ±y^n$

100%
Acta Arithmetica
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1997
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tom 80
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nr 3
213-223
3
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On the greatest prime factor of (ab + 1)(bc + 1)(ca + 1)

100%
4
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Mahler's classification of numbers compared with Koksma's

100%
Acta Arithmetica
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2003
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tom 110
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nr 1
89-105
5
100%
Acta Arithmetica
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2004
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tom 114
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nr 4
301-311
6
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On a mixed problem in Diophantine approximation

64%
7
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On simultaneous inhomogeneous Diophantine approximation

64%
8
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Sets of exact approximation order by rational numbers III

64%
9
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Approximation d'un nombre réel par des nombres algébriques de degré donné

64%
11
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Effective results for restricted rational approximation to quadratic irrationals

64%
12
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Bounds for the solutions of Thue-Mahler equations and norm form equations

64%
13
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On two notions of complexity of algebraic numbers

64%
14
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A quantitative lower bound for the greatest prime factor of (ab+1)(bc+1)(ca+1)

64%
15
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Root separation for reducible integer polynomials

64%
EN
We construct parametric families of (monic) reducible polynomials having two roots very close to each other.
16
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Bounds for the solutions of unit equations

64%
17
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Morphic and automatic words: maximal blocks and Diophantine approximation

52%
18
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On a mixed Littlewood conjecture in Diophantine approximation

52%
19
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On the values of a class of analytic functions at algebraic points

52%
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