Using computational algebraic geometry techniques and Hilbert bases of
polyhedral cones we derive explicit formulas and generating functions for the
number of magic squares and magic cubes.Comment: 14 page

Ahmed, M.

De Loera, J.

Hemmecke, R.

English

arXiv

Using computational algebraic geometry techniques and Hilbert bases of polyhedral
         cones we derive explicit formulas and generating functions for the number of magic squares
         and magic cubes

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Polyhedral Cones of Magic Cubes and Squares

http://citeseerx.ist.psu.edu/viewdoc/summary?doi=10.1.1.233.9702

Polyhedral Cones of Magic Cubes and Squares

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