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Thematic issue
Diophantine Analysis and Related Topics, part I
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Contents
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Rational approximations to
two irrational numbers
1–10
Nikita Shulga |
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On Galochkin's
characterization of hypergeometric $G$-functions
11–19
Tanguy Rivoal |
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On the approximation
exponents for subspaces of $\mathbb{R}^n$
21–35
Elio Joseph |
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Exponents of Diophantine
approximation in dimension 2 for a general class of
numbers
37–69
Anthony Poëls |
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On the representation of
integers by binary forms defined by means of the relation $(x
+ yi)^n = R_n(x, y) + J_n(x, y)i$
71–78
Anton Mosunov |
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Cyclic and well-rounded
lattices
79–96
Lenny Fukshansky and David Kogan |
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Abundance of
Dirichlet-improvable pairs with respect to arbitrary
norms
97–114
Dmitry Kleinbock and Anurag Rao |
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On a conjecture of N.
Moshchevitin
115–124
Leonhard Summerer |
