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单词
Binet Forms
释义
Binet Forms
The two Recurrence Sequences
(1)
(2)
with
,
and
,
, can be solved for the individual
and
. They are given by
(3)
(4)
where
(5)
(6)
(7)
A useful related identity is
(8)
Binet's Formula is a special case of the Binet form for
corresponding to
.
See also
Fibonacci
Q
-Matrix
随便看
Trigonometric Series
Trigonometric Substitution
Trigonometry
Trigonometry Values--0
Trigonometry Values Pi
Trigonometry Values Pi/10
Trigonometry Values Pi/11
Trigonometry Values Pi/12
Trigonometry Values Pi/15
Trigonometry Values Pi/16
Trigonometry Values Pi/17
Trigonometry Values Pi/18
Trigonometry Values Pi/2
Trigonometry Values Pi/20
Trigonometry Values Pi/3
Cycle (Circle)
Cycle Graph
Cycle (Map)
Cycle (Permutation)
Cyclic Graph
Cyclic Group
Cyclic Hexagon
Cyclic-Inscriptable Quadrilateral
Cyclic Number
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更新时间:2026/8/10 16:22:49