Skip to main content
fixed broken link to ma.rhul.ac.uk/~elsholtz; added full citation
Source Link

Your guess is correct for k=1 and 2, but when k is bigger, things get more complicated. For instance, when k=n=3, N=19. For a summary of some known results, see:

http://www.ma.rhul.ac.uk/~elsholtz/WWW/papers/papers08harborth.pdfElsholtz, C. Lower Bounds For Multidimensional Zero Sums. Combinatorica 24, 351–358 (2004).

Your guess is correct for k=1 and 2, but when k is bigger, things get more complicated. For instance, when k=n=3, N=19. For a summary of some known results, see:

http://www.ma.rhul.ac.uk/~elsholtz/WWW/papers/papers08harborth.pdf

Your guess is correct for k=1 and 2, but when k is bigger, things get more complicated. For instance, when k=n=3, N=19. For a summary of some known results, see:

Elsholtz, C. Lower Bounds For Multidimensional Zero Sums. Combinatorica 24, 351–358 (2004).

Source Link
Ricky Liu
  • 421
  • 4
  • 6

Your guess is correct for k=1 and 2, but when k is bigger, things get more complicated. For instance, when k=n=3, N=19. For a summary of some known results, see:

http://www.ma.rhul.ac.uk/~elsholtz/WWW/papers/papers08harborth.pdf