in a bid to design reliable high speed digital computing systems, a recently conducted survey revealed basic flaws in the existing error detection and correction algorithms. As a digital computer designer: -Propose an efficient error detection and correction algorithm for reliable digital communication using the finite state machine shown in the figure below as a guide in your decision making - Validate your proposition by dreriving a seven step algorithmic table using the figure below. Also detect and correct errors if any for the received codeword using the ensuing trellis dingram: 000 111 111 110 010 100 011 010 - Provide a schematic diagram of a digital communication pathway and identify the basic source and channel coding algorithms - Following directly from your validation, how does the proposed algorithm operate in the practical sense?

Database System Concepts
7th Edition
ISBN:9780078022159
Author:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Publisher:Abraham Silberschatz Professor, Henry F. Korth, S. Sudarshan
Chapter1: Introduction
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in a bid to design reliable high speed digital computing systems, a recently conducted survey revealed basic flaws in the existing error detection and correction algorithms. As a digital computer designer:
-Propose an efficient error detection and correction algorithm for reliable digital communication using the finite state machine shown in the figure below as a guide in your decision making
- Validate your proposition by dreriving a seven
step algorithmic table using the figure below. Also detect and correct errors if any for the received codeword using the ensuing trellis dingram:
000 111 111 110 010 100 011 010
- Provide a schematic diagram of a digital communication pathway and identify the basic source and channel coding algorithms
- Following directly from your validation, how does the proposed algorithm operate in the practical sense?

Output Bitl
Output Bit2
Input Bit
SRI
SR2
SR3
Output Bit3
Transcribed Image Text:Output Bitl Output Bit2 Input Bit SRI SR2 SR3 Output Bit3
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