Chris Hillman
Science Advisor
- 2,355
- 10
Some really bad ideas
The logo of my alma mater (Mathematics, University of Washington) used to be a banana slug crawling over an "Escherized" Moebius strip. I can't say I care much for the current logo either.
How about the Coxeter-Dynkin diagram for E_8? The Petersen graph? The digraph illustrating the Golden-Mean shift? An illustration of a Moebius transformation (elliptic, parabolic, or hyperbolic according to taste)? (See Needham, Visual Complex Analysis.) Or Indra's pearls?
Had you not imposed such space requirements, I'd suggest a portion of the Penrose rhombic tiling, or a small Ramanujan graph. And had you an infinite amount of multidimensional-dimensional skin, I'd suggest the Leech lattice. Or the Erdos-Rado graph
Even better, an example of the most important theorem in mathematics, the Szemeredi lemma.
I think anything not very abstract will look terrible. (Actually, I think any tatoo will look terrible--- but perhaps I should have kept that to myself?)
chroot said:Hmmm, good idea.A decorative, prettied-up Mobius strip might look quite good.
The logo of my alma mater (Mathematics, University of Washington) used to be a banana slug crawling over an "Escherized" Moebius strip. I can't say I care much for the current logo either.
How about the Coxeter-Dynkin diagram for E_8? The Petersen graph? The digraph illustrating the Golden-Mean shift? An illustration of a Moebius transformation (elliptic, parabolic, or hyperbolic according to taste)? (See Needham, Visual Complex Analysis.) Or Indra's pearls?
Had you not imposed such space requirements, I'd suggest a portion of the Penrose rhombic tiling, or a small Ramanujan graph. And had you an infinite amount of multidimensional-dimensional skin, I'd suggest the Leech lattice. Or the Erdos-Rado graph
I think anything not very abstract will look terrible. (Actually, I think any tatoo will look terrible--- but perhaps I should have kept that to myself?)
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