Error Control Systems For Digital Communication And Storage

$14.43 New In stock Publisher: Pearson
SKU: SONG0132008092
ISBN : 9780132008099
Condition : Used
Price:
$14.43
Condition :

Shipping & Tax will be calculated at Checkout.
US Delivery Time: 3-5 Business Days.
Outside US Delivery Time: 8-12 Business Days.

Qty:
   - OR -   
Error Control Systems for Digital Communication and Storage

Error Control Systems for Digital Communication and Storage

Over the years, error control coding has attracted both mathematicians and engineers, but until now, no one book has approached the subject from both points of view. This applications-oriented volume provides practicing engineers and researchers with the information necessary to design and implement error control subsystems for digital communications systems. Its comprehensive, state-of-the-art coverage of finite field theory, block codes, convolutional/trellis codes, and system design, is both readable and interesting to mathematicians and engineers alike. Provides practical application/implementation notes on every major type of error control system -- with detailed performance analyses. Contains an understandable, but moderately rigorous introduction to the theory of finite fields. Includes a unique presentation on error control for channels with feedback, an excellent tutorial on trellis coded modulation, and an up-to-date treatment of ARQ protocols. Features a large number of diagrams and examples, many drawn from the space program. The main reference on the design of the major error control systems for practicing engineers in the telecommunications industry, and for researchers new to the field.

Specification of Error Control Systems for Digital Communication and Storage

GENERAL
AuthorWicker, Stephen B.
Bindinghardcover
Languageenglish
EditionUS ed
ISBN-100132008092
ISBN-139780132008099
Publisher
Publication Year1994T

Write a review


Your Name:


Your Email:


Your Review:

Note: HTML is not translated!

Rating: Bad           Good

Enter the code in the box below: