In statistics, the order of a kernel is the degree of the first non-zero moment of a kernel. [1]
The literature knows two major definitions of the order of a kernel. Namely are:
Let be an integer. Then, is a kernel of order if the functions are integrable and satisfy [2]
In statistics, the order of a kernel is the degree of the first non-zero moment of a kernel. [1]
The literature knows two major definitions of the order of a kernel. Namely are:
Let be an integer. Then, is a kernel of order if the functions are integrable and satisfy [2]