I'm a computer science student at the University Of Toronto, in Ontario, Canada. See my home page or [1] or even Google for more about me. Much of my Wikipedia editing is/will be on Computer Science articles, but I am also interested in mathematics and physics.
- ...that in Floyd's algorithm for cycle detection, the tortoise and hare move at very different speeds, but always finish at the same spot? (07.10)
- ...that in graph theory, a pseudoforest can contain trees and pseudotrees, but cannot contain any butterflies, diamonds, handcuffs, or bicycles? (07.10)
- ...that it is not possible to configure two mutually inscribed quadrilaterals in the Euclidean plane, but the Möbius–Kantor graph describes a solution in the complex projective plane? (07.09)
- ...that the six permutations of the vector (1,2,3) form a hexagon in 3d space, the 24 permutations of (1,2,3,4) form a truncated octahedron in four dimensions, and both are examples of permutohedra? (07.08)
- ...that Canadian sculptor John Hooper previously lived in England, China, India, and South Africa, and was a captain in the British Army?(07.08)
- ...that the Rule 184 cellular automaton can simultaneously model the behavior of cars moving in traffic, the accumulation of particles on a surface, and particle-antiparticle annihilation reactions? (07.05)
- ...that a cyclic cellular automaton is a system of simple mathematical rules that can generate complex patterns mixing random chaos, blocks of color, and spirals? (07.04)
- ...that a nonconvex polygon with three convex vertices is called a pseudotriangle? (07.04)
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