Introduction.- Radio Electronic and Optical Chaos Oscillators Applicable for Information Protection.- Simulation of the Radio Electronic Communication System on the Basis of the Chaotic Oscillator with Nonlinearity in the Form of Parabolas Composition.- Simulation of Data Ciphering and Deciphering with the Help of Nonlinear Interferometers in the Optical System of Synchronous Chaotic Communication.- Optical Vortices in Non-Ring Interferometer and a Model of the Digital Communication System.- Conclusion.
Sergey M.
SMOLSKIY is full professor and coordinator of international research programs
at Moscow Power Engineering Institute (MPEI) and Deputy Director of the Institute
of Radio Engineering and Electronics of MPEI, Moscow, Russia. He got
the degree Master of Science in 1970 and the
PhD in Radio Electronics in 1973. In 1993
he got the degree doctor of science in engineering and became associated professor.
Boris N. Poizner is a full professor
of Radio Physical Dept.,Tomsk
State University (TSU). He got the Ph.D. in 1970.
Igor V. IZMAILOV is an
Associated Professor of Radio Physical Dept., Tomsk State University (TSU).
Ilia V. ROMANOV is a research
engineer of Radio Physical Dept., Tomsk State
University (TSU)
This book presents methods to improve information security for protected communication. It combines and applies interdisciplinary scientific engineering concepts, including cryptography, chaos theory, nonlinear and singular optics, radio-electronics and self-changing artificial systems. It also introduces additional ways to improve information security using optical vortices as information carriers and self-controlled nonlinearity, with nonlinearity playing a key "evolving" role. The proposed solutions allow the universal phenomenon of deterministic chaos to be discussed in the context of information security problems on the basis of examples of both electronic and optical systems. Further, the book presents the vortex detector and communication systems and describes mathematical models of the chaos oscillator as a coder in the synchronous chaotic communication and appropriate decoders, demonstrating their efficiency both analytically and experimentally. Lastly it discusses the cryptologic features of analyzed systems and suggests a series of new structures for confident communication.