partial denominator造句

The sequence of partial denominators of the simple continued fraction of does not show any obvious pattern:
where the two-digit pattern { 3, 6 } repeats over and over again in the partial denominators.
There is no need to place this restriction on the partial denominators " b " " i ".
Sometimes the partial numerators and partial denominators of a continued fraction are expressed as functions of a complex variable " z ".
The formulas for the even and odd parts of a continued fraction can be written most compactly if the fraction has already been transformed so that all its partial denominators are unity.
It's difficult to find partial denominator in a sentence. 用partial denominator造句挺难的

Since there are only finitely many of these equations ( the coefficients are bounded ), the complete quotients ( and also the partial denominators ) in the regular continued fraction that represents " x " must eventually repeat.
Clearly any regular periodic continued fraction consists of restricted partial quotients, since none of the partial denominators can be greater than the largest of " a " 0 through " a " " k " + " m ".
In particular, if " n " is any non-square positive integer, the regular continued fraction expansion of & radic; " n " contains a repeating block of length " m ", in which the first " m " & minus; 1 partial denominators form a palindromic string.