On block irreducible forms over Euclidean domains.
On Boolean partial differential equations
On broadcast channels with side information under fidelity criteria
On capacity regions of discrete asynchronous multiple access channels
A general formalization is given for asynchronous multiple access channels which admits different assumptions on delays. This general framework allows the analysis of so far unexplored models leading to new interesting capacity regions. The main result is the single letter characterization of the capacity region in case of 3 senders, 2 synchronous with each other and the third not synchronous with them.
On Certain Approaches for Analysis and Design of Cryptographic Techniques
On certain codes admitting inverse semigroups as syntactic monoids.
On characterization of directed divergence of type through information equation
On characterization of useful information-theoretic measures
On cheating immune secret sharing.
On codes having no finite completion
On codes with finite interpreting delay : a defect theorem
On codes with finite interpreting delay: a defect theorem
We introduce two new classes of codes, namely adjacent codes and codes with finite interpreting delay. For each class, we establish an extension of the defect theorem.
On codes with given minimum distance and covering radius.
On codes with given minimum distance and covering radius.
On coding theorem connected with “useful” entropy of order-.
On continuity of the entropy-based differently implicational algorithm
Aiming at the previously-proposed entropy-based differently implicational algorithm of fuzzy inference, this study analyzes its continuity. To begin with, for the FMP (fuzzy modus ponens) and FMT (fuzzy modus tollens) problems, the continuous as well as uniformly continuous properties of the entropy-based differently implicational algorithm are demonstrated for the Tchebyshev and Hamming metrics, in which the R-implications derived from left-continuous t-norms are employed. Furthermore, four numerical...
On cubes and dichotomic trees
On dimensions of semimetrized measure spaces
On discrete channels decomposable into memoryless components
On discrete Fourier analysis of amplitude and phase modulated signals
In this work the problem of characterization of the Discrete Fourier Transform (DFT) spectrum of an original complex-valued signal , t=0,1,...,n-1, modulated by random fluctuations of its amplitude and/or phase is investigated. It is assumed that the amplitude and/or phase of the signal at discrete times of observation are distorted by realizations of uncorrelated random variables or randomly permuted sequences of complex numbers. We derive the expected values and bounds on the variances of such...