Kaprekar Series Generator

The Kaprekar Series Generator is a java application to help find all the Kaprekar Series for a specified number of digits. So, say, you want to find all the Kaprekar Series for 5-digit numbers (there are three of them), just ask the generator to generate all the series for 5-digit numbers - and voila! out pops all the three series. You can do this for any arbitrarily large number of digits (make sure you have enuf cpu power before trying the larger digits!). (Source: http://freecode.com/)


References in zbMATH (referenced in 13 articles )

Showing results 1 to 13 of 13.
Sorted by year (citations)

  1. Yamagami, Atsushi: On 2-adic Kaprekar constants and 2-digit Kaprekar distances (2018)
  2. Yamagami, Atsushi; Matsui, Yūki: On 3-adic Kaprekar loops (2018)
  3. Moreira, Manuel R. F.: Dihedral symmetry in Kaprekar’s problem (2017)
  4. Zharkova, A. V.: The number of attractors in dynamical systems associated with cycles (2014)
  5. Dolan, Stan: A classification of Kaprekar constants (2011)
  6. Ray, Prated Kumara: On the number 495 - a constant similar to Kaprekar’s constant (2002) MathEduc
  7. Iannucci, Douglas E.: The Kaprekar numbers (2000)
  8. Young, Anne Ludington: A variation on the two-digit Kaprekar routine (1993)
  9. Sakai, Koukichi; Horinouchi, Sôichi: Remarks on automorphic numbers and Kaprekar’s numbers (1989)
  10. Eldridge, Klaus E.; Sagong, Seok: The determination of Kaprekar convergence and loop convergence of all three-digit numbers (1988)
  11. Sleutel, C. (Provinciale Normalschool, Tienen (Belgium)): Demystification of Kaprekar-numbers. Demystificatie van de Kaprekargetallen. Entmystifikation der Kaprekar-Zahlen. (1985) MathEduc
  12. Jeger, M.: The Kaprekar-number 6174. A computer approach in the field of elementary number theory. Die Kaprekar-Zahl 6174. Ein Computer-Approach auf dem Felde der elementaren Zahlentheorie. (1984) MathEduc
  13. Stolarsky, Kenneth B.: The sum of a digitadditon series (1976)