Who is the author of Continued Fractions?

The author of the book 'Continued Fractions'is A. Ya. Khinchin. and this book published in 1964

What is the Publish date of Continued Fractions?

'Continued Fractions' was published in 1964.

What is the publisher name of the book Continued Fractions?

The name of the publisher is 270.

Is this book Continued Fractions have a pdf version?

Yes Offcourse this book have pdf version , not only its have many versionContinued Fractions.

Where I can Find Continued Fractions?

You Can find this book Continued Fractions, at PDFforest and it's totally free, no need to pay.

Continued Fractions | A. Ya. Khinchin

Deal Score+2

Read Online Buy Now

Added by

**mirtitles**

on 2021-12-08 10:10:31

SaveSavedRemoved 3

Share on Telegram

⎘

Continued Fractions

User Rating: Be the first one!

Author: A. Ya. Khinchin

Added by: mirtitles

Added Date: 2021-12-08

Publication Date: 1964

Subjects: soviet, mathematics, convergent fractions, infinite continued fractions, general approximations, measure theory, gauss's problem, kuz'min's theorem, periodic continued functions

Collections: mir-titles, additional collections

Pages Count: 600

PPI Count: 600

PDF Count: 1

Total Size: 54.86 MB

PDF Size: 2.8 MB

Extensions: epub, pdf, gz, html, zip, torrent

Year: 1964

Archive Url

Downloads: 3.93K

Total Files: 16

Media Type: texts

Read Online Buy Now

Search in PDFforest Search in Telegram

Join Telegram Channel How To Download

Description

The late Alexander J. Khinchin was born in Russia in 1894. One of the founders of the Soviet school of probability theory, Khinchin was made a full professor at Moscow University in 1922 and held that position until his death. His teaching skill is discernible in the clear and straightforward presentation of his subject. Designed for use as an expository text in the university curriculum, the book is basically of an elementary nature, the author confining his attention to con tinued fractions with positive-integral elements. The essentials needed for applications in probability theory, mechanics, and, especially, num ber theory are given and the real number system is constructed from continued fractions. The last chapter is somewhat more advanced and deals with the metric, or probability, theory of continued fractions. This first English translation is based on the third edition of the text

which was issued in 1961.

Download Zip 1 Pdf 2.80 MB More File Format

Download PDF . 2.80 MB

Continued Fractions | A. Ya. Khinchin

Continued Fractions

Description

Compare items

Shopping cart