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finite sequence

   Also found in: Wikipedia 0.01 sec.
finite sequence [¦fī‚nīt ′sē·kwəns]
(mathematics)
A listing of some finite number,n, of mathematical entities that is indexed by the firstnpositive integers, 1,2,…,n.
More precisely, a function whose domain is the firstnpositive integers.


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We start with a finite sequence of positive integers, say (1,1,2,2,1).
Let us recall that a word is a finite sequence of letters and that a word u is a subword of a word w if u can be obtained from w by erasing some letters of w.
k]) in H is called a Riesz basis if there exist constants A, B > 0 such that the inequalities [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] hold for all finite sequences ([c.
 
 
 
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