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Tijdeman, R.; Meijer, H. G.
On integers generated by a finite number of fixed primes. Compositio Mathematica, 29 no. 3 (1974), p. 273-286
Texte intégral djvu | pdf | Analyses MR 364122 | Zbl 0297.10030 | 2 citations dans Numdam
URL stable: http://www.numdam.org/item?id=CM_1974__29_3_273_0
[1] P. Erdös: Some recent advances and current problems in number theory. Lectures on Modern Mathematics, Vol. III, 196-244, Wiley, New York, 1965. MR 177933 | Zbl 0132.28402
[2] O. Perron: Die Lehre von den Kettenbrüchen. Band I, 3rd ed. Teubner, Stuttgart, 1954. MR 64172 | Zbl 0056.05901
[3] G. Polya: Zur arithmetischen Untersuchung der Polynome. Math. Z. 1 (1918) 143-148.
Article | MR 1544288 | JFM 46.0240.04
[4] TH. Schneider: Einführung in die transzendenten Zahlen. Springer, Berlin, 1957. MR 86842 | Zbl 0077.04703
[5] R. Tijdeman: On integers with many small prime factors. Compositio Math., 26 (1973) 319-330.
Numdam | MR 325549 | Zbl 0267.10056
[6] R. Tijdeman: On the maximal distance between integers composed of small primes. Compositio Math., 28 (1974) 159-162.
Numdam | MR 345917 | Zbl 0283.10024
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