The Köenigsberg Bridges have an important link to mathematics -- for mathematician Leonhard Euler (1707-1783) took a legendary Köenigsberg puzzle-pastime as the seed for development of a new branch of mathematics, graph theory (which is now generally included under the umbrella of combinatorics). As the story goes, Köenigsberg residents made a Sunday recreation of trying to tour their city, crossing each of its seven bridges exactly once. This problem is perhaps particularly fascinating because of its impossibility -- a dilemma cause by the existence of odd (rather than even) numbers of bridges between the parts of this water-separated city.
Showing posts with label combinatorics. Show all posts
Showing posts with label combinatorics. Show all posts
Wednesday, April 18, 2012
Tuesday, July 20, 2010
In the same family -- a poet and a mathematician
When a poet and a mathematician are members of the same family, understandings result. Ohio poet Cathryn Essinger is a twin of a mathematician and writes about this relationship. Here are opening stanzas of two of her poems.
Labels:
bound,
Cathryn Essinger,
combinatorics,
congruence,
counting,
geometry,
infinity,
Kathabela Wilson,
mathematics,
node,
poetry,
prime,
rational,
Rick Wilson,
twin,
two
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