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We have a dedicated site for Germany. Since the early s, when synchronization of chaotic communication systems became a popular research subject, a vast number of scientific papers have been published. This book is the first of its kind dealing exclusively with the synchronization techniques for chaotic communication systems.

Bibliographic Information

In particular, it presents a solution to the problem of robust chaotic synchronization by presenting the first fully synchronized, highly secure, chaos based DS-CDMA system. The book fills a gap in the existing literature where a number of books exist that deal with chaos and chaotic communications but not with synchronization of chaotic communication systems. It also acts as a bridge between communication system theory and chaotic synchronization by carefully explaining the two concepts and demonstrating how they link into chaotic communication systems.

The book also presents a detailed literature review on the topic of synchronization of chaotic communication systems. Furthermore, it presents the literature review on the general topic of chaotic synchronization and how those ideas led to the application of chaotic signals to secure chaotic communication systems. It therefore, in addition to presenting the state of the art systems, also presents a detailed history of chaotic communication systems. The school will be held in Spring in Barcelona, a global 5G technology hub in the south of Europe and one of the top attractive European destinations.

This training school is open to all, but young PhDs and early-stage researchers in electrical engineering, computer science or related fields are particularly welcome to attend and participate!


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Programme Abstracts Local information and accommodation. Following the many requests received, the registration for the 6th Training School has been closed before the set deadline. We thank you all for your interest! The waiting list is now closed : updated on 1 March Note: if you are on the waiting list, do not pay the course fee until your registration is confirmed! Course fees include lunches, coffee breaks, a social event and a gala dinner. Fees can be paid via bank transfer or PayPal:.


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  • A PayPal account is not required for online credit card payments. If you need a pro-forma invoice, please write an email to a. Selected type: Paperback. Added to Your Shopping Cart. This is a dummy description. An introductory, graduate-level look at modern communications in general and radio communications in particular. This seminal presentation of the applications of communication theory to signal and receiver design brings you valuable insights into the fundamental concepts underlying today's communications systems, especially wireless communications.

    Next generation backscatter communication: systems, techniques, and applications

    This is a classic reissue of a book published by McGraw Hill in About the Author Mischa Schwartz is professor emeritus of electrical engineering at Columbia University, which he joined in as professor of electrical engineering and computer science. Chapter 1.

    Pulse Modulation Techniques (PAM, PWM, PPM, PCM)/Pulse Amplitude,Pulse Width,Pulse Position, Code

    Summary of Statistical Properties of Noise. Orthogonal Series Representations of Noise. A Simple Application to Binary Transmission.

    Cooperative Communication Systems | ComNets

    Narrowband Noise and Envelope Detection. Application to Binary Transmission. Hilbert-transform Representation of Signals. Preenvelope and Envelope of Signals; Application to Noise. Low-pass Equivalents of Bandpass Signals.

    What is Modulation? Different Types of Modulation Techniques

    Chapter 2. Statistical Decision Theory. Decision Theory in the Case of Binary-signal Repetition. Signal Shape and Matched Filters. Sampling of Band-limited Signals. Decision-theory Approach to Af-ary Signal Transmission. Chapter 3. Spectral Analysis of Envelope Detectors. Correlation-function Method of Determining Power Spectrum.

    Frequency-modulation Noise Analysis. Zero-crossing Analysis. Chapter 4.


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