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A net = is said to be frequently or cofinally in if for every there exists some such that and . [5] A point is said to be an accumulation point or cluster point of a net if for every neighborhood of , the net is frequently/cofinally in . [5] In fact, is a cluster point if and only if it has a subnet that converges to . [6] The set of all ...
Mathnet is a pastiche of Dragnet, in which the main characters are mathematicians who use their mathematical skills to solve various crimes and mysteries in the city, usually thefts, burglaries, frauds, and kidnappings.
The Russian School of Mathematics (RSM) is an after-school program based in North America that provides mathematics education to children attending K–12 public and private schools.
Homeschooling constitutes the education of about 3.4% of U.S. students (approximately two million students) as of 2012. [needs update] The number of homeschoolers in the United States has increased significantly over the past few decades since the end of the 20th century.
The net has to be such that the straight line is fully within it, and one may have to consider several nets to see which gives the shortest path. For example, in the case of a cube , if the points are on adjacent faces one candidate for the shortest path is the path crossing the common edge; the shortest path of this kind is found using a net ...
Educating children at home. Homeschooling or home schooling (American English), also known as home education or elective home education (EHE) (British English), [1] is the education of school-aged children at home or a variety of places other than a school.
A Mathnasium location in Franconia, Virginia. Mathnasium (also Mathnasium Learning Center) is an American education brand and supplemental math learning franchise consisting of over 1,000 learning centers around the world (mostly in United States), that provides instruction to students in pre-kindergarten through high school. [1]
In topology and related areas of mathematics, a subnet is a generalization of the concept of subsequence to the case of nets. The analogue of "subsequence" for nets is the notion of a "subnet". The definition is not completely straightforward, but is designed to allow as many theorems about subsequences to generalize to nets as possible.
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