cycling ordered sequence - significado y definición. Qué es cycling ordered sequence
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Qué (quién) es cycling ordered sequence - definición

Ordered Exponential; Path-ordered exponential

sequentially         
  •  The plot of a Cauchy sequence (''X<sub>n</sub>''), shown in blue, as ''X<sub>n</sub>'' versus ''n''. In the graph the sequence appears to be converging to a limit as the distance between consecutive terms in the sequence gets smaller as ''n'' increases. In the [[real number]]s every Cauchy sequence converges to some limit.
  • The plot of a convergent sequence (''a<sub>n</sub>'') is shown in blue. From the graph we can see that the sequence is converging to the limit zero as ''n'' increases.
  • tiling]] with squares whose sides are successive Fibonacci numbers in length.
ORDERED LIST OF THE SAME TYPE OF ELEMENTS (FINITE OR INFINITE)
Infinite sequence; Infinite sequences; Sequences; Bi-infinite sequence; Ordered sequence; Sequence (mathematics); Sequential; Bi-infinite string; Non-increasing sequence; Non-increasing; Increasing sequence; Sequence and series; Finite sequence; Decreasing sequence; Sequentially; Mathematical sequence; Monotonically increasing sequence; Discrete function; Doubly infinite; Doubly-infinite; Doubly infinite sequence; Function of an integer variable; Term (sequence); Infinite string; Nonincreasing; Data sequence; Numerical order; Number sequence; Non-decreasing; Increasing and decreasing sequences
Sequence         
  •  The plot of a Cauchy sequence (''X<sub>n</sub>''), shown in blue, as ''X<sub>n</sub>'' versus ''n''. In the graph the sequence appears to be converging to a limit as the distance between consecutive terms in the sequence gets smaller as ''n'' increases. In the [[real number]]s every Cauchy sequence converges to some limit.
  • The plot of a convergent sequence (''a<sub>n</sub>'') is shown in blue. From the graph we can see that the sequence is converging to the limit zero as ''n'' increases.
  • tiling]] with squares whose sides are successive Fibonacci numbers in length.
ORDERED LIST OF THE SAME TYPE OF ELEMENTS (FINITE OR INFINITE)
Infinite sequence; Infinite sequences; Sequences; Bi-infinite sequence; Ordered sequence; Sequence (mathematics); Sequential; Bi-infinite string; Non-increasing sequence; Non-increasing; Increasing sequence; Sequence and series; Finite sequence; Decreasing sequence; Sequentially; Mathematical sequence; Monotonically increasing sequence; Discrete function; Doubly infinite; Doubly-infinite; Doubly infinite sequence; Function of an integer variable; Term (sequence); Infinite string; Nonincreasing; Data sequence; Numerical order; Number sequence; Non-decreasing; Increasing and decreasing sequences
·noun The state of being sequent; succession; order of following; arrangement.
II. Sequence ·noun That which follows or succeeds as an effect; sequel; consequence; result.
III. Sequence ·noun A melodic phrase or passage successively repeated one tone higher; a rosalia.
IV. Sequence ·noun Three or more cards of the same suit in immediately consecutive order of value; as, ace, king, and queen; or knave, ten, nine, and eight.
V. Sequence ·noun All five cards, of a hand, in consecutive order as to value, but not necessarily of the same suit; when of one suit, it is called a sequence flush.
VI. Sequence ·noun Any succession of chords (or harmonic phrase) rising or falling by the regular diatonic degrees in the same scale; a succession of similar harmonic steps.
VII. Sequence ·noun A hymn introduced in the Mass on certain festival days, and recited or sung immediately before the gospel, and after the gradual or introit, whence the name.
VIII. Sequence ·noun Simple succession, or the coming after in time, without asserting or implying causative energy; as, the reactions of chemical agents may be conceived as merely invariable sequences.
sequence         
  •  The plot of a Cauchy sequence (''X<sub>n</sub>''), shown in blue, as ''X<sub>n</sub>'' versus ''n''. In the graph the sequence appears to be converging to a limit as the distance between consecutive terms in the sequence gets smaller as ''n'' increases. In the [[real number]]s every Cauchy sequence converges to some limit.
  • The plot of a convergent sequence (''a<sub>n</sub>'') is shown in blue. From the graph we can see that the sequence is converging to the limit zero as ''n'' increases.
  • tiling]] with squares whose sides are successive Fibonacci numbers in length.
ORDERED LIST OF THE SAME TYPE OF ELEMENTS (FINITE OR INFINITE)
Infinite sequence; Infinite sequences; Sequences; Bi-infinite sequence; Ordered sequence; Sequence (mathematics); Sequential; Bi-infinite string; Non-increasing sequence; Non-increasing; Increasing sequence; Sequence and series; Finite sequence; Decreasing sequence; Sequentially; Mathematical sequence; Monotonically increasing sequence; Discrete function; Doubly infinite; Doubly-infinite; Doubly infinite sequence; Function of an integer variable; Term (sequence); Infinite string; Nonincreasing; Data sequence; Numerical order; Number sequence; Non-decreasing; Increasing and decreasing sequences
¦ noun
1. a particular order in which related events, movements, etc., follow each other.
Music a repetition of a phrase or melody at a higher or lower pitch.
Biochemistry the order in which amino-acid or nucleotide residues are arranged in a protein, DNA, etc.
2. a set of related events, movements, etc., that follow each other in a particular order.
a set of three or more playing cards of the same suit next to each other in value.
3. a part of a film dealing with one particular event or topic.
4. (in the Eucharist) a hymn said or sung after the Gradual or Alleluia that precedes the Gospel.
¦ verb
1. arrange in a sequence.
2. play or record (music) with a sequencer.
3. Biochemistry ascertain the sequence of amino-acid or nucleotide residues in (a protein, DNA, etc.).
Origin
ME: from late L. sequentia, from L. sequent-, sequi 'to follow'.

Wikipedia

Ordered exponential

The ordered exponential, also called the path-ordered exponential, is a mathematical operation defined in non-commutative algebras, equivalent to the exponential of the integral in the commutative algebras. In practice the ordered exponential is used in matrix and operator algebras.