Search Colleges, Exams, Schools & more
Interested in this College?
Get updates on Eligibility, Admission, Placements Fees Structure
CompareGet updates on Eligibility, Admission, Placements Fees Structure
Quick Facts
| Medium Of Instructions | Mode Of Learning | Mode Of Delivery |
|---|---|---|
| English | Self Study | Video Based |
Courses and Certificate Fees
| Fees Informations | Certificate Availability | Certificate Providing Authority |
|---|---|---|
| INR 1000 | yes | IIT Kanpur |
The fees for the course An Introduction To Coding Theory is :
| Fees components | Amount |
| Exam fees | Rs. 1,000 |
The Syllabus
- Lecture 1: Introduction to error control coding
- Lecture 2: Introduction to linear block codes, generator matrix and parity check matrix
- Lecture 3: Properties of linear block codes: Syndrome, error detection
- Lecture 4: Decoding of linear block codes
- Lecture 5: Distance properties of linear block codes
- Lecture 6: Some simple linear block codes: Repetition codes, Single parity check codes, Hamming codes, Reed Muller codes
- Lecture 7: Bounds on size of codes: Hamming bound, Singleton bound, Plotkin bound, Gilbert-Varshamov bound
- Lecture 8: Introduction to convolutional codes-I: Encoding, state diagram, trellis diagram
- Lecture 9: Introduction to convolutional codes-II: Classification, realization, distance properties
- Lecture 10: Decoding of convolutional codes-I: Viterbi algorithm
- Lecture 11: Decoding of convolutional codes-II: BCJR algorithm
- Lecture 12: Performance bounds for convolutional codes
- Lecture 13: Low density parity check codes
- Lecture 14: Decoding of low density parity check codes: Belief propagation algorithm on BSC and AWGN channels
- Lecture 15: Turbo codes
- Lecture 16: Turbo decoding
- Lecture 17: Distance properties of turbo codes
- Lecture 18: Convergence of turbo codes
- Lecture 19: Automatic repeat request schemes
- Lecture 20: Applications of linear codes
Instructors
Articles
2 Jan'25, 12:59 PM
2 Jan'25, 12:44 PM
2 Jan'25, 12:30 PM
2 Jan'25, 12:28 PM
2 Jan'25, 11:26 AM
2 Jan'25, 07:13 AM
2 Jan'25, 04:00 AM
31 Dec'24, 07:24 AM
31 Dec'24, 06:59 AM
31 Dec'24, 06:08 AM
6 Dec'24, 04:30 AM
4 Dec'24, 03:15 AM
29 Nov'24, 06:03 AM
19 Nov'24, 10:59 AM
2 Nov'24, 06:52 AM
11 Oct'24, 06:01 AM
13 Mar'24, 06:24 AM
29 Feb'24, 06:05 AM
27 Feb'24, 10:32 AM
13 Feb'24, 06:25 AM
2 Jan'25, 12:59 PM
2 Jan'25, 12:44 PM
2 Jan'25, 12:30 PM
2 Jan'25, 12:28 PM
2 Jan'25, 11:26 AM
2 Jan'25, 07:13 AM
2 Jan'25, 04:00 AM
31 Dec'24, 07:24 AM
31 Dec'24, 06:59 AM
31 Dec'24, 06:08 AM
Back to top