sparse ruler造句
例句与造句
- There are 3 different configurations of sparse rulers of length 13 with 6 marks.
- A sparse ruler is called " optimal " if it is both minimal and maximal.
- A " complete " sparse ruler allows you to measure any integer distance up to its full length.
- A Golomb ruler is a sparse ruler that requires all of the differences a _ j-a _ i be distinct.
- A complete sparse ruler is called " minimal " if there is no complete sparse ruler of length L with m-1 marks.
- It's difficult to find sparse ruler in a sentence. 用sparse ruler造句挺难的
- A complete sparse ruler is called " minimal " if there is no complete sparse ruler of length L with m-1 marks.
- A complete sparse ruler is called " maximal " if there is no complete sparse ruler of length L + 1 with m marks.
- A complete sparse ruler is called " maximal " if there is no complete sparse ruler of length L + 1 with m marks.
- Since the number of distinct pairs of marks is m ( m-1 ) / 2, this is an upper bound on the length L of any maximal sparse ruler with m marks.
- In general, a Golomb ruler with m marks will be considerably longer than an optimal sparse ruler with m marks, since m ( m-1 ) / 2 is a lower bound for the length of a Golomb ruler.