positive-sequence
41Complete sequence — In mathematics, an integer sequence is called a complete sequence if every positive integer can be expressed as a sum of values in the sequence, using each value at most once. For example, the sequence of powers of two {1, 2, 4, 8, ...}, based on …
42Low-discrepancy sequence — In mathematics, a low discrepancy sequence is a sequence with the property that for all values of N , its subsequence x 1, ..., x N has a low discrepancy.Roughly speaking, the discrepancy of a sequence is low if the number of points in the… …
43Chain sequence (continued fraction) — In the analytic theory of continued fractions, a chain sequence is an infinite sequence {an} of non negative real numbers chained together with another sequence {gn} of non negative real numbers by the equations where either (a)… …
44Juggler sequence — In recreational mathematics a juggler sequence is an integer sequence that starts with a positive integer a 0, with each subsequent term in the sequence defined by the recurrence relation::a {k+1}= egin{cases} left lfloor a k^{frac{1}{2 ight… …
45Superincreasing sequence — In mathematics, a sequence of positive real numbers mathbf{s 1, s 2, ...} is called superincreasing if every element of the sequence is greater than the sum of all previous elements the sequence. [Richard A. Mollin, An Introduction to… …
46Lollipop sequence numbering — is a numbering scheme used in routing protocols. In this numbering scheme, sequence numbers start at a negative value, increase until they reach zero, then cycles through a finite set of positive numbers indefinitely. When a system is rebooted,… …
47Alignement de séquence — Alignement de séquences Pour les articles homonymes, voir Alignement. En bio informatique, l alignement de séquences (ou alignement séquentiel) est une manière de disposer les composantes (nucléotides ou acides aminés) des ADN, des ARN, ou des… …
48Sum-free sequence — In mathematics, a sum free sequence is an increasing positive integer sequence :{n k} {kinmathbb N} such that for each k, n k is never a sum of preceding elements of the same sequence. This definition is due to Paul Erdős, who was interested in… …
49Farey sequence — /fair ee/, Math. the increasing sequence of fractions in which numerator and denominator have no common divisor other than one and in which the denominator is less than or equal to a given positive integer p. For p = 4, the Farey sequence of… …
50Farey sequence — /fair ee/, Math. the increasing sequence of fractions in which numerator and denominator have no common divisor other than one and in which the denominator is less than or equal to a given positive integer p. For p = 4, the Farey sequence of… …
