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Publication:3897098
zbMath0451.10004MaRDI QIDQ3897098
Publication date: 1981
Full work available at URL: https://www.fq.math.ca/Scanned/19-2/somer.pdf
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The self-power map and collecting all residue classes ⋮ Statistics for fixed points of the self-power map ⋮ On the fixed points of the map \(x\mapsto x^x\) modulo a prime. II. ⋮ The congruence $x^{x}\equiv \lambda \pmod p$ ⋮ Counting fixed points and rooted closed walks of the singular map \(x \mapsto x^{x^n}\) modulo powers of a prime
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