SMARANDACHE CONTINUED FRACTIONS
Article
OPEN
Castillo, Jose
(2000)
The theory of general continued fractions is developed to the extent required in
order to calculate Smarandache continued fractions to a given number of decimal places. Proof is given for the fact that Smarandache general continued fractions built with positive integer Smarandache sequences baving only a finite number of terms equal to 1 is convergent. A few numerical results are given.

Metrics
6
views in local repository
6
downloads in local repository
The information is available from the following content providers:
From 
Number Of Views 
Number Of Downloads 
ZENODO

3

3

Zenodo

3

3
