Papers on Prime numbers and Factorization by Hans Riesel

  1. A note on the prime numbers of the forms N=(6a+1).2^(2n-1)-1 and M=(6a-1).2^(2n)-1, Arkiv för mat. 3 (1955) pp. 245-253.
  2. Lucasian criteria for the primality of N=h.2^n-1, Math.Comp. 23 (1969) pp. 869-875.
  3. (Co-author Gunnal Göhl) Some calculations related to Riemann's prime number formula, Math.Comp. 24 1970 pp. 968-983.
  4. Primes forming arithmetic series and clusters of large primes, BIT 10 (1970) pp. 333-342.
  5. (In Swedish) Vad nytt på primtalsfronten? Nord.Mat.Tidskr. 23 (1975) pp. 5-14.
  6. (Co-author R.C. Vaughan) On sums of primes, Arkiv för mat. 21 (1983) pp.45-74.
  7. Modern factorization methods, BIT 25 (1985) pp. 205-222.
  8. (Co-author Paul Erdös) On admissible constellations of consecutive primes, BIT 28 (1988) pp. 391-396.
  9. Wie schnell kann man Zahlen in Faktoren zerlegen? Mitt. Math. Ges. Hamburg, Band XII (1991) pp. 253-260.
  10. Prime numbers and computer methods for factorization, Birkhäuser, Boston 1985, 2nd ed. 1994.
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