Yûsuke Okuyama, Małgorzata Stawiska
Published 2015-08-07Version 1
From the viewpoint of dynamics and potential theory on the Berkovich projective line, we give a characterization of polynomials among rational functions, up to rational functions having potentially good reductions as exceptions, on the projective line over an algebraically closed field of any characteristic that is complete with respect to a non-trivial and possibly non-archimedean absolute value.
Characterization of digital $(0,m,3)$-nets and digital $(0,2)$-sequences in base $2$
A characterization of prime $v$-palindromes
A characterization of all equilateral triangles in \Bbb Z^3
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