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Channel Coding Techniques for Wireless Communications: Forum for Interdisciplinary Mathematics

Autor K. Deergha Rao
en Limba Engleză Paperback – 3 dec 2020
This book discusses the latest channel coding techniques, MIMO systems, and 5G channel coding evolution. It provides a comprehensive overview of channel coding, covering modern techniques such as turbo codes, low-density parity-check (LDPC) codes, space–time coding, polar codes, LT codes, and Raptor codes as well as the traditional codes such as cyclic codes, BCH, RS codes, and convolutional codes. It also explores MIMO communications, which is an effective method for high-speed or high-reliability wireless communications. It also examines the evolution of 5G channel coding techniques. Each of the 13 chapters features numerous illustrative examples for easy understanding of the coding techniques, and MATLAB-based programs are integrated in the text to enhance readers’ grasp of the underlying theories. Further, PC-based MATLAB m-files for illustrative examples are included for students and researchers involved in advanced and current concepts of coding theory.
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Specificații

ISBN-13: 9789811505638
ISBN-10: 9811505632
Pagini: 476
Ilustrații: XIX, 476 p. 381 illus., 81 illus. in color.
Dimensiuni: 155 x 235 mm
Ediția:2nd ed. 2019
Editura: Springer Nature Singapore
Colecția Springer
Seria Forum for Interdisciplinary Mathematics

Locul publicării:Singapore, Singapore

Cuprins

Chapter 1. Introduction.- Chapter 2. Performance of Digital Communication Over Fading Channels.- Chapter 3. Galois Field Theory.- Chapter 4. Linear Block Codes.- Chapter 5. Convolutional Codes.- Chapter 6. Turbo Codes.- Chapter 7. Bandwidth Efficient Coded Modulation.- Chapter 8. Low Density Parity Check codes.- Chapter 9. LT and Raptor Codes.- Chapter 10. Polar Codes.- Chapter 11. MIMO System.- Chapter 12. Space–Time Coding.- Chapter 13. Channel Codes Evolution for 5G.

Notă biografică

K. Deergha Rao is Professor at the Department of Electronics and Communication Engineering, Vasavi College of Engineering, Osmania University, Hyderabad, India. He is former Director and Professor of Research and Training Unit for Navigational Electronics (NERTU), Osmania University. He was a postdoctoral fellow and part-time professor for four years at the Department of Electronics and Communication Engineering, Concordia University, Montreal, Canada. His teaching areas are signals and systems, digital signal processing, channel coding techniques, and MIMO communication systems. Professor Rao has executed research projects for premium Indian organizations such as DRDO, HAL, and BEL and is interested in research areas of wireless channel coding, MIMO-OFDM communications, image processing, cryptosystems, and VLSI signal processing. He has also served as the founder chairman of the joint chapter between IEEE Communications Society and IEEE Signal Processing Societyin Hyderabad from 2010–2012 and communications track chair for IEEE INDICON 2011 held in Hyderabad. Five students have been so far awarded Ph.D. degrees under Professor Rao, while three are currently working towards their Ph.D.
An awardee of the IETE K. S. Krishnan Memorial Award for the best system oriented paper in 2013, Prof. Rao has presented papers at IEEE International conferences several times in the USA, Switzerland, Russia, and Thailand. He has more than 100 publications to his credit including more than 60 publications in the IEEE journals and conference proceedings. Professor Rao is the author of two books—Channel Coding Techniques for Wireless Communications (Springer, 2015) and Signals and Systems (Springer, 2018)—and has co-authored Digital Signal Processing (Jaico Publishing House, 2012) and Digital Signal Processing: Theory and Practice (Springer, 2018). He is an editorial board member for the International Journal ofSustainable Aviation.


Textul de pe ultima copertă

This book discusses the latest channel coding techniques, MIMO systems, and 5G channel coding evolution. It provides a comprehensive overview of channel coding, covering modern techniques such as turbo codes, low-density parity-check (LDPC) codes, space–time coding, polar codes, LT codes, and Raptor codes as well as the traditional codes such as cyclic codes, BCH, RS codes, and convolutional codes. It also explores MIMO communications, which is an effective method for high-speed or high-reliability wireless communications. It also examines the evolution of 5G channel coding techniques. Each of the 13 chapters features numerous illustrative examples for easy understanding of the coding techniques, and MATLAB-based programs are integrated in the text to enhance readers’ grasp of the underlying theories. Further, PC-based MATLAB m-files for illustrative examples are included for students and researchers involved in advanced and current concepts of coding theory.

Caracteristici

Presents a clear and comprehensive overview of all aspects of coding theory for wireless channels Allows readers to gain an understanding of the fundamentals, design, implementation, and applications of coding for wireless channels Includes examples of turbo codes, LDPC codes, LT codes, Raptor codes, and space–time coding, and presents coding and decoding processes as well as the traditional block codes and convolutional codes Includes an in-depth study of multiple-input, multiple-output (MIMO) wireless channel in which multiple antennas are used in both the transmitter and the receiver Illustrates coding techniques and concepts with several fully worked numerical examples Covers freely downloadable MATLAB-based programs to enhance readers’ understanding of the underlying theories

Recenzii

“The book presents many illustrative examples for easy understanding of the coding techniques. An attractive feature of the book is the inclusion of MATLAB-based examples with codes which will surely help readers to gain more insight into the subject. The book is fit to be prescribed as a text book at Bachelor's and Master's level along with researchers to peep into the subject from a different perspective.” (Bal Kishan Dass, zbMATH 1334.94004, 2016)