1) supreum operation
上确界运算
1.
This paper studies the relationship betwen generalized order homophism and supreum operation of syntopoge-nous structures on completely distributive lattice,Furthermore,The consults on substructure of syntopogenousstructure are showed.
本文首先研究完全分配格上拓扑共生结构的上确界运算与广义序同态(GOH)的相互关系;进而讨论完全分配格上拓扑共生结构的子结构;最后研究完全分配格上拓扑共生结构的乘积。
2) supremum
[英][sə'pri:məm] [美][sə'priməm]
上确界
1.
Supremum and Infimum of Order Bounded Sets of Fuzzy n-cell Numbers;
序有界模糊n-方体数集的上确界与下确界(英文)
2.
Tail Asymptotics and Local Asymptotics for the Supremum of a Random Walk with an Infinite Mean
均值无限的随机游动上确界的尾渐近性和局部渐近性
3.
On upper bound inequality of tail probability for the supremum of a random walk
关于随机游动上确界的尾概率的上界不等式
3) determi-nistic bounds
确定上界
4) lowest upper bound
上确界
1.
After separately getting the Abelian integral M_1(h) in terms of the powers of h, it was proved that the lowest upper bound of the number of isolated zeros of M_1(h) is n when 0<m≤n+3 or m>0,n=1, which expanded the conclusion of reference [1].
研究了一类m+1次平面可积非Hamilton系统在n次多项式扰动下Abel积分孤立零点个数的上确界问题,在分情况推导出系统的Abel积分M1(h)关于h的幂级数展开式的基础上,证明了当00,n=1时,系统的Abel积分的孤立零点个数的上确界为n,推广了文献[1]中的结论。
5) supremum(infimum)
上(下)确界
6) sharp upper and lower bound
上下确界
补充资料：确确
1.坚硬貌。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
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