Natural exactly covering systems of congruences
Natural numbers n for which ⌊nα + s⌋ ≠ ⌊nβ + s⌋
Necessary condition for the existence of an incongruent covering system with odd moduli II
Necessary condition for the existence of an incongruent covering system with odd moduli
Necessary conditions for distinct covering systems with square-free moduli
Něco málo o prvočíslech
Neither nor is a perfect square.
Několik kapitol z nauky o číslech
Několik poznámek o řetězcích
Neue Beweismethoden für einen Doppelsatz der Theorie der Potenzreste, sowie über die Erweiterung des Congruenzbegriffes
Neuer Beweis des Reciprocitäts- Satzes für die quadratischen Reste
Neuer Beweis eines Fundamentaltheorems aus der Theorie der Substitutionslehre
Neuere Untersuchungen über die Jacobsthal-Funktion g(n).
New bounds on the length of finite pierce and Engel series
Every real number , has an essentially unique expansion as a Pierce series :where the form a strictly increasing sequence of positive integers. The expansion terminates if and only if is rational. Similarly, every positive real number has a unique expansion as an Engel series :where the form a (not necessarily strictly) increasing sequence of positive integers. If the expansion is infinite, we require that the sequence yi be not eventually constant. Again, such an expansion terminates...
New criteria for canonical number systems
New Inversion Properties of ... and ...*.
New prime gaps between and .
New properties for the Ramanujan-Göllnitz-Gordon continued fraction
New Quadratic Forms with High Density of Primes.
Newton's formula and the continued fraction expansion of .