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permutation groups
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The Diamond Theorem
Finite projective geometry explains why certain graphic designs retain symmetry under a group of 322,560 transformations.
Education
graphic design
Science & Technology
symmetry
symmetric
tessellations
design theory
geometric designs
latin squares
cullinane
invariance
group theory
projective geometry
finite groups
automorphisms
finite geometry
mathieu group
permutation groups
projective space
projective spreads
diamondtheorem.com - 2009-04-09
security
symmetric
symmetry
tessellations
encryption
geometry
art
math
asymmetric
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