Covering Set

In mathematics, a covering set for a sequence of integers refers to a set of prime numbers such that every term in the sequence is divisible by at least one member of the set. The term "covering set" is used only in conjunction with sequences possessing exponential growth.

Read more about Covering Set:  Sierpinski and Riesel Numbers, Other Covering Sets

Famous quotes containing the words covering and/or set:

    “Three forms I see on stretchers lying, brought out there untended
    lying,
    Over each the blanket spread, ample brownish woolen blanket,
    Gray and heavy blanket, folding, covering all.”
    —Walt Whitman (1819–1892)

    “Early, as well as late,
    Rise with the sun, and set in the same bowers;”
    —Henry Vaughan (1622–1695)