1) increasing factorial power
递升阶乘幂
2) decreasing factorial power
递减阶乘幂
3) Factorial Power
阶乘幂
4) falling factor
递降阶乘
1.
Using the falling factor and the first Stirling numbers,Tchebichef polynomials are represented with the linear combinations of power series,therefore,scale factors in moments of scaled image are separated.
利用递降阶乘和第一类Stirling数,将Tchebichef多项式表示为幂级数的线性组合,分离出包含在缩放后图像矩中的缩放系数,然后用第二类Stirling数和递降阶乘将新得到的幂级数转回为Tchebichef多项式组合。
5) recursive degree raising
递归升阶
1.
Remark on the recursive degree raising algorithm for B spline curves;
B样条曲线递归升阶方法的一个注记
6) polynomial of factorial power
阶乘幂多项式
1.
Clearly, the difference operator or sum operator is the convenient tool for the polynomial of factorial powers.
显然,差分算子及其逆算子是阶乘幂多项式的方便工具。
补充资料：递升
1.顺次提升。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条