Gnomit / Keyword Search / Info
Gnomit ? ? ?
Results 1 - 1 of 1 for:
mathieu group
1 ?
 21,213,375 websites (safe search)

  1. The Diamond Theorem

    Finite projective geometry explains why certain graphic designs retain symmetry under a group of 322,560 transformations.
    Education5
    graphic design5
    Science & Technology2
    symmetry1
    symmetric1
    tessellations1
    design theory1
    geometric designs1
    latin squares1
    cullinane1
    invariance1
    group theory1
    projective geometry1
    finite groups1
    automorphisms1
    finite geometry1
    mathieu group1
    permutation groups1
    projective space1
    projective spreads1

    diamondtheorem.com - 2009-04-09

security4 symmetric1 symmetry1 tessellations1 encryption2 geometry2 art7 math2 asymmetric1

About Gnomit
Keywords may contain spaces.
Separate multiple keywords with commas.
Start a new search.
Enter new keyword(s).
Narrow down your search.
Add keyword(s).
Broaden your search.
Click on Keyword to remove from query.