We present a multidimensional version of the Three Gap Theorem of Steinhaus, proving that the number of the so-called primitive arcs is bounded in any dimension.

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Integer points unusually close to elliptic curves.

A class of algebraic-exponential congruences modulo p .

The Behavior of Rigid Analytic Functions Around Orbits of Elements of &lt; &gt; ℂ p &lt; &gt;

The p -adic measure on the orbit of an element of ℂ p

Chains of metric invariants over a local field

Generalization of a theorem of Steinhaus

A class of algebraic-exponential congruences modulo $p$ .

The Behavior of Rigid Analytic Functions Around Orbits of Elements of < $> ℂ_{p} <$ >

The $p$ -adic measure on the orbit of an element of $ℂ_{p}$