例句與造句

1. Taking only finite partitions of the set " A " into measurable subsets, one obtains an equivalent definition.
2. Note also that this definition is slightly more general than the one given by since it requires only to consider " finite partitions " of the space"
3. Thus, in the case of finite partitions, the number of classes in " X " is less than or equal to the number of classes on " Y ".
4. where, as usual, the supremum is taken over all finite partitions of the interval [ 0, T ], i . e . all the finite sets of real numbers t _ i such that
5. I guess in calculus you define a Riemann integral as a limit of a sum of areas of rectangles each with the same width, whereas in the analysis definition, the widths also have to go to 0 ( sort of since this is defined using sups and infs over finite partitions ) but do not necessarily have to be the same width.
6. It's difficult to find finite partition in a sentence. 用finite partition造句挺難的