There were four time when he scored a goal and soon after an important person died. Aaron Ramsey is a football player (what Americans call Soccer). His Wikipedia page is here.Ģ) The Ramsey Effect. He was ahead of his time in being Ecumenical and supporting women clergy. He was the Archbishop of Canterbury from 1961 until 1974. (With regard to 4 and 5: there are so many famous people you can't have heard of all of them)ġ) Frank's brother Arthur Michael Ramsey (usually just Michael Ramsey). The only one I had heard of is Ramsey Clark.ĥ) Last name Ramsey: here. See the Wikipedia page on this here.Ĥ) First name Ramsey: here. A girl who was murdered when she was six. There is no Wikipedia page about it, and I found it by accident so, as the kids say, its NOT a think.ģ) Jon Bennett Ramsey. This is of course silly, and if he asked Frank about the probabilities (unlikely-Frank died in the 1930's and Aaron was born in 1990) I am sure Frank would tell you that four is too small a number to make anything out of this. His Wikipedia page is here.Ģ) The Ramsey Effect. To tell these Ramsey's apart we will call the math Ramsey guy Frank Ramsey since that was his name.ġ) Frank's brother Arthur Michael Ramsey (usually just Michael Ramsey). But I sometimes find OTHER uses of the phrase Ramsey. I often end up back on my own collection of Ramsey theory papers. I often Google Ramsey stuff to find something. Simpler constant-approximation algorithm with near-linear running time. Present a polynomial-time approximation scheme for finding a $(1+\epsilon)$Īpproximate solution running in time $n^)$ time. To cover all targets minimizing the total moving distance of the sensors. Problem is to schedule mobile sensors, initially located at $k$ base stations, Given a set of $n$ point targets, the $k$-Sink Minimum Movement Target Coverage This paper considers a movement minimization problem for mobile sensors. Maintained by Nima Anari, Arnab Bhattacharyya, Gautam Kamath.Īuthors: Nonthaphat Wongwattanakij, Nattawut Phetmak, Chaiporn Jaikaeo, Jittat Fakcharoenphol Subscribe to the Atom feed, RSS feed, or follow on Twitter, to stay up to date.
NUMBER OF EDGES IN A HYPERCUBE SERIES
Foundation of Data Science - Virtual Talk Series.
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