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MIT 6.02 Introduction to EECS II: Digital Communication Systems, Fall 2012 View the complete course: http://ocw.mit.edu/6-02F12 ...

So we will start with introduction of convolutional code and today we are going to discuss how we can encode an information ...

... convolutional code and its equivalent state diagram Since it is a sequential circuit the convolutional encoder we can represent it ...

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Discrete convolutions, from probability to image processing and FFTs. Video on the continuous case: ...

... This is our convolutional code Now the state diagram for this convolutional encoder is given by this Now we are going to modify ...

... convolutional encoder that we have considered This is basically G of D is rate 1 by 2 code and its corresponding Trellis diagram ...

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Learn graph theory algorithms: https://inscod.com/graphalgo ⚙ Learn dynamic programming: https://inscod.com/dp_course ...

Cyclic code notes https://drive.google.com/file/d/1Q0mEYjR-CeVGUJCeJr_H3nf-QIICkkZG/view?usp=drivesdk Do subscribe to ...

So in this lecture we are going to talk about performance bounds for convolutional codes In particular we are going to analyze the ...

Today we are going to discuss how to decode convolutional code And in this regard we are going to talk about a maximum ...

Welcome to the course on error control coding an introduction to convolutional codes today we are going to discuss some of the ...

Lecture by Prof. Harsha B K & Shruthi M L J.

So the contents of the shift register will define what is the state of the convolutional encoder. So if we have a convolutional code ...

So, these two are the ingredients that form the encoder for a convolutional code. The memory which is a shift register is capable of ...

Convolutional encoder that we have consider, this is basically G(D) is the rate ½ code and its corresponding trellis diagram is this.

Welcome to the course on error control coding an introduction to convolutional codes. In this lecture. Today we are going to talk ...

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Coding Theory by Dr. Andrew Thangaraj, Department of Electronics & Communication Engineering, IIT Madras. For more details ...