Information theory. Project

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Communication system

Communication system

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Communication system

Noise
Noise refers to the unwanted signals that tend to disturb the

Communication system Noise Noise refers to the unwanted signals that tend to
transmission and processing of message signals in a communication system. The source generating the noise may be located inside or outside the system.
Transmitter
A transmitter processes the incoming message signal so as to make it suitable for transmission through a channel and subsequent reception
Receiver
A receiver extracts the desired message signals from the received signals at the channel output.

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Communication system

Communication system

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Project Plan
Groups: 3 students
7 weeks – 6 parts & defense (with report)

Project Plan Groups: 3 students 7 weeks – 6 parts & defense (with report)

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Project structure

Project structure

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Part 1

Input: “Text.txt” file (English text).
Goal: C++ (or another) program finds all

Part 1 Input: “Text.txt” file (English text). Goal: C++ (or another) program
symbols (not only letters) in this text and computes their probabilities.
Outpit: list of all unique symbols from the text with their probabilities.
Example:
A – 0,014
B – 0,012

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Part 2

Input: “Text.txt” file and the result from Part 1.
Goal: Encode the

Part 2 Input: “Text.txt” file and the result from Part 1. Goal:
text from the “Text.txt” file using Shannon-Fano or Huffman algorithm with probabilities from Part 1.
Output: a sequence of binary digits.
Example:
101101011…

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Part 3

Input: a sequence of binary digits from Part 2.
Goal: Decode back

Part 3 Input: a sequence of binary digits from Part 2. Goal:
into text the result  binary sequence after Part2 (Shannon-Fano or Huffman code).
Output: a text identical to an initial text from “Text.txt” file.

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Part 4

Input: a sequence of binary digits from Part 2.
Goal: Encode the

Part 4 Input: a sequence of binary digits from Part 2. Goal:
result  binary sequence after Part2 (Shannon-Fano or Huffman code) with Hamming code.
Output: a sequence of binary digits ready for error-correction.

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Part 5

Input: a sequence of binary digits from Part 4.
Goal: Add errors

Part 5 Input: a sequence of binary digits from Part 4. Goal:
to the result  binary sequence after Part4 (Hamming code) with a certain interval.
Output: a sequence of binary digits after Hamming code with artificially created errors.
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