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HTTP statusPASSdownload_http_code = 200HTTP 200
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PropertyValue
URLhttps://people.iith.ac.in/mynav/ecc.html
Last Crawled2026-03-16 13:28:54 (1 month ago)
First Indexed2024-06-06 05:23:46 (1 year ago)
HTTP Status Code200
Content
Meta TitleError Correcting Codes (EE5350) : Aug-Dec 2025.
Meta Descriptionnull
Meta Canonicalnull
Boilerpipe Text
Instructor Myna Vajha Timings and Venue Slot R: Tue: 2.30-4pm, Fri: 4-5.30pm CS-LH-2 First class on Tuesday, 29th July, 2.30pm Office Hours Tue: 4-5pm Teaching Assistants (TBD) Outline (Tentative) Basics of binary codes: block length, Hamming weight, minimum distance, rate Mathematical Preliminaries: Group, Ring, Field, Vector Spaces Linear block codes generator and parity check matrices dual code puncturing and shortening techniques Bounds on code sizes: Hamming, Gilbert-Varshamov, Singleton bounds MDS codes: Reed Solomon (RS) Codes Dual of RS codes, Systematic Encoding of RS codes Berlekamp-Welch decoding Shamir's Secret Sharing Applications to Learning: Straggler Mitigation Distributed Computation Applications in Post-Quantum Cryptography McElice Cryptosystem Boolean functions, Reed Muller Codes, Polar codes Decoding Linear Block Codes Standard Array, ML, MAP decoder Shannon's Channel coding theorem (time permitting) Generalized Distributive Law LDPC codes Belief Propagation/ Message Passing decoder Convolutional Codes, Viterbi Decoder Finite Fields, Cyclic Codes (BCH codes) References Error Control Codes (NPTEL course) by Prof. P. Vijay Kumar. Cary Huffmann and Vera Pless: Fundamentals of Error-Correcting Codes, Cambridge University Press, 2003 Tom Richardson and Ruediger Urbanke: Modern Coding Theory Cambridge University Press, 2008. Will add links to any additional references as course progresses
Markdown
| | | |---|---| | Myna Vajha [Home](https://people.iith.ac.in/mynav/index.html) [Bio](https://people.iith.ac.in/mynav/bio.html) [Teaching](https://people.iith.ac.in/mynav/teaching.html) [Publications](https://people.iith.ac.in/mynav/pubs.html) [Group](https://people.iith.ac.in/mynav/students.html) [Talks](https://people.iith.ac.in/mynav/talks.html) | Error Correcting Codes (EE5350) : Aug-Dec 2025. Instructor Myna Vajha Timings and Venue Slot R: Tue: 2.30-4pm, Fri: 4-5.30pm CS-LH-2 First class on Tuesday, 29th July, 2.30pm Office Hours Tue: 4-5pm Teaching Assistants (TBD) Outline (Tentative) Basics of binary codes: block length, Hamming weight, minimum distance, rate Mathematical Preliminaries: Group, Ring, Field, Vector Spaces Linear block codes generator and parity check matrices dual code puncturing and shortening techniques Bounds on code sizes: Hamming, Gilbert-Varshamov, Singleton bounds MDS codes: Reed Solomon (RS) Codes Dual of RS codes, Systematic Encoding of RS codes Berlekamp-Welch decoding Shamir's Secret Sharing Applications to Learning: Straggler Mitigation Distributed Computation Applications in Post-Quantum Cryptography McElice Cryptosystem Boolean functions, Reed Muller Codes, Polar codes Decoding Linear Block Codes Standard Array, ML, MAP decoder Shannon's Channel coding theorem (time permitting) Generalized Distributive Law LDPC codes Belief Propagation/ Message Passing decoder Convolutional Codes, Viterbi Decoder Finite Fields, Cyclic Codes (BCH codes) References [Error Control Codes](https://nptel.ac.in/courses/117108044) (NPTEL course) by Prof. P. Vijay Kumar. Cary Huffmann and Vera Pless: Fundamentals of Error-Correcting Codes, Cambridge University Press, 2003 Tom Richardson and Ruediger Urbanke: Modern Coding Theory Cambridge University Press, 2008. Will add links to any additional references as course progresses Page generated 2025-07-28 17:03:36 India Standard Time, by [jemdoc+MathJax](https://github.com/wsshin/jemdoc_mathjax). |
Readable Markdown
- Instructor - Myna Vajha - Timings and Venue - Slot R: Tue: 2.30-4pm, Fri: 4-5.30pm - CS-LH-2 - First class on Tuesday, 29th July, 2.30pm - Office Hours - Tue: 4-5pm - Teaching Assistants (TBD) - Outline (Tentative) - Basics of binary codes: block length, Hamming weight, minimum distance, rate - Mathematical Preliminaries: Group, Ring, Field, Vector Spaces - Linear block codes - generator and parity check matrices - dual code - puncturing and shortening techniques - Bounds on code sizes: Hamming, Gilbert-Varshamov, Singleton bounds - MDS codes: Reed Solomon (RS) Codes - Dual of RS codes, - Systematic Encoding of RS codes - Berlekamp-Welch decoding - Shamir's Secret Sharing - Applications to Learning: Straggler Mitigation - Distributed Computation - Applications in Post-Quantum Cryptography - McElice Cryptosystem - Boolean functions, Reed Muller Codes, Polar codes - Decoding Linear Block Codes - Standard Array, ML, MAP decoder - Shannon's Channel coding theorem (time permitting) - Generalized Distributive Law - LDPC codes - Belief Propagation/ Message Passing decoder - Convolutional Codes, Viterbi Decoder - Finite Fields, Cyclic Codes (BCH codes) - References - [Error Control Codes](https://nptel.ac.in/courses/117108044) (NPTEL course) by Prof. P. Vijay Kumar. - Cary Huffmann and Vera Pless: Fundamentals of Error-Correcting Codes, Cambridge University Press, 2003 - Tom Richardson and Ruediger Urbanke: Modern Coding Theory Cambridge University Press, 2008. - Will add links to any additional references as course progresses
ML Classification
ML Categoriesnull
ML Page Typesnull
ML Intent Typesnull
Content Metadata
Languageen
Authornull
Publish Timenot set
Original Publish Time2024-06-06 05:23:46 (1 year ago)
RepublishedNo
Word Count (Total)222
Word Count (Content)190
Links
External Links2
Internal Links6
Technical SEO
Meta NofollowNo
Meta NoarchiveNo
JS RenderedNo
Redirect Targetnull
Performance
Download Time (ms)515
TTFB (ms)515
Download Size (bytes)1,844
Shard56 (laksa)
Root Hash16369207150076636856
Unparsed URLin,ac,iith!people,/mynav/ecc.html s443