generalized continued fraction造句
例句與造句
- One convenient way to express a generalized continued fraction looks like this:
- Since, the above is also identical to the following generalized continued fractions:
- To illustrate the use of generalized continued fractions, consider the following example.
- Here are some infinite generalized continued fraction expansions of.
- Just 24 years later Pietro Cataldi introduced the first formal notation for the generalized continued fraction.
- It's difficult to find generalized continued fraction in a sentence. 用generalized continued fraction造句挺難的
- Another meaning for " "'generalized continued fraction " "'is a generalization to higher dimensions.
- Any actual useful mathematical concepts belong at Generalized continued fraction, but there is nothing useful in the hoax / joke video or in the article.
- He was the first in England to take interest in generalized continued fractions and, following the work of John Wallis, he provided development in the generalized continued fraction of pi.
- He was the first in England to take interest in generalized continued fractions and, following the work of John Wallis, he provided development in the generalized continued fraction of pi.
- If arbitrary values and / or functions are used in place of one or more of the numerators or the integers in the denominators, the resulting expression is a "'generalized continued fraction " '.
- When it is necessary to distinguish the first form from generalized continued fractions, the former may be called a "'simple "'or "'regular continued fraction "', or said to be in "'canonical form " '.