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Algorithmic Gymnastics

A chaotic compendium of computer science, informatics and recreational programming. Friday, January 16, 2015. Furthest Close Pair in a Set. Another great algorithms question I heard recently. Given a set S of real numbers, call a pair of numbers x,y in S close. If x and y appear consecutively in a sorted representation of S i.e. x,y are close iff S cap x,y emptyset. Find a close pair x,y in S that maximises x-y . Observation in the solution comes into play. We will proceed wi.
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Algorithmic Gymnastics

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A chaotic compendium of computer science, informatics and recreational programming. Friday, January 16, 2015. Furthest Close Pair in a Set. Another great algorithms question I heard recently. Given a set S of real numbers, call a pair of numbers x,y in S close. If x and y appear consecutively in a sorted representation of S i.e. x,y are close iff S cap x,y emptyset. Find a close pair x,y in S that maximises x-y . Observation in the solution comes into play. We will proceed wi.

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This web page canhazcode.blogspot.com states the following, "A chaotic compendium of computer science, informatics and recreational programming." We saw that the webpage said " Friday, January 16, 2015." It also said " Furthest Close Pair in a Set. Another great algorithms question I heard recently. Given a set S of real numbers, call a pair of numbers x,y in S close. If x and y appear consecutively in a sorted representation of S i. x,y are close iff S cap x,y emptyset. Find a close pair x,y in S that maximises x-y . Observation in the solution comes into play."

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