Read full paper at:
http://www.scirp.org/journal/PaperInformation.aspx?PaperID=50312#.VDXj_VfHRK0
http://www.scirp.org/journal/PaperInformation.aspx?PaperID=50312#.VDXj_VfHRK0
Author(s)
The notion of a
communication channel is one of the key notions in information theory but like
the notion “information” it has not any general mathematical definition. The
existing examples of the communication channels: the Gaussian ones; the binary
symmetric ones; the ones with symbol drop-out and drop-in; the ones with error
packets etc., characterize the distortions which take place in information
conducted through the corresponding channel.
KEYWORDS
Cite this paper
Leontiev, V. , Movsisyan, G. , Osipyan, A. and
Margaryan, Z. (2014) On the Matrix and Additive Communication
Channels. Journal of Information Security, 5, 178-191. doi: 10.4236/jis.2014.54017.
[1] | Leontiev, V.K., Movsisyan, G.L. and Margaryan, J.G. (2012) Geometry of the Additive Channel. Reports at NAS, 112, 7-18. |
[2] | Leontiev, V.K. and Movsisyan, G.L. (2007) Algebraic Communication Channels. The First International Algebra and Geometry Conference, Yerevan, 16-20 May 2007, 16-20. |
[3] | Leontiev, V.K., Movsisyan, G.L. and Osipyan, A.A. (2012) Matrix Communication Channels. Materials of the XI International Seminar Discrete Mathematics and Its Application, Moscow State University, 415-416. |
[4] | Sachkow, W.N. (1977) Combinatoric Methods of Descret Mathematics. Nauka, Moscow. |
[5] | Lang, S. (1968) Algebra. Mir, Moscow. |
[6] | Deza, M.E. (1964) On Correction of Arbitrary Noise and on Worst Noise. Theory of Information Communication, Moscow, 26-31. |
[7] | Leontiev, V.K., Movsisyan, G.L. and Margaryan, J.G. (2004) On the Additive Communication Channel. Reports at NAS, 104, 23-27. |
[8] | Leontiev, V.K., Movsisyan, G.L. and Margaryan, J.G. (2008) On Perfect Codes in Additive Channels. Information Transfer Problems, 44, 12-19. |
[9] | Leontiev, V.K., Movsisyan, G.L. and Margaryan, J.G. (2006) Perfect Codes in Additive Channels. Reports at RAS, 411, 306-309. |
[10] | Mac Williams, F.J. and Sloane, N.J.A. (1979) The Theory of Error-Correcting Codes. Svjaz, Moscow. eww141009lx |
评论
发表评论