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A250014型
T(n,k)=长度n+5 0..k数组的数量,没有六个连续项,任何三个项的最大值等于其余三个项中的最小值
14
20, 300, 20, 2040, 520, 20, 8840, 5200, 912, 20, 28860, 30360, 13512, 1612, 20, 77700, 125780, 106352, 35440, 2864, 20, 182000, 412160, 558588, 375756, 93384, 5102, 20, 383760, 1140160, 2224848, 2499284, 1332504, 246560, 9090, 20, 745380, 2776080
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1,1
评论
表格开始
.20...300.....2040......8840.......28860........77700........182000
.20...520.....5200.....30360......125780.......412160.......1140160
.20...912....13512....106352......558588......2224848.......7259024
.20..1612....35440....375756.....2499284.....12088256......46481536
.20..2864....93384...1332504....11215276.....65834856.....298220320
.20..5102...246560...4732480....50383892....358850926....1914587120
.20..9090...651144..16813550...226419876...1956551556...12294501768
.20.16272..1723328..59817840..1018508340..10675467072...78993574080
.20.29158..4564240.212915478..4583261868..58265451392..507664903912
.20.52262.12092304.758003332.20627283972.318035896726.3262820072464
链接
配方奶粉
第k列的经验值:
k=1:a(n)=a(n-1)
k=2:[55阶线性递归]
第n行的经验值:
n=1:a(n)=n ^6+3*n ^5+5*n ^4+5*n^3+4*n ^2+2*n
n=2:a(n)=n^7+2*n^6+4*n^5+5*n^4+(17/3)*n^3+3*n^2-(2/3)*n
n=3:[八次多项式]
n=4:[九次多项式]
n=5:[10次多项式]
n=6:[11次多项式]
n=7:[十二次多项式]
例子
n=3k=4的一些解
..2....2....0....2....3....1....0....3....3....0....0....0....1....4....3....4
..4....0....1....3....0....0....3....0....1....2....2....4....3....3....2....0
..3....2....0....1....3....1....0....0....2....1....3....1....2....1....4....3
..0....1....2....1....1....3....4....0....0....1....3....2....3....0....4....4
..1....0....3....0....3....2....2....2....4....4....2....1....1....3....1....4
..4....3....3....4....1....4....0....1....1....2....4....3....3....2....1....0
..1....4....1....2....3....4....4....3....3....1....0....0....2....0....0....2
..4....4....3....2....2....4....4....0....4....3....2....2....3....3....3....0
关键词
非n,
作者
R.H.哈丁2014年11月10日
状态
经核准的

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