On the Fisher Information of the Sum of Two Independent
Random Variables One of which is Small, and an Asymptotic
Generalization of De Bruijn"s Identity // Proc. 16-th Symp.
Inform. Theory in the Benelux. Nieuwerkerk a/d IJssel,
May 18--19, 1995. P. 25--31.
Sensitivity of Optimal Filtering to a Weak Non-Gaussian
Noise // Proc. Seventh Joint Swedish-Russian Intern.
Workshop Inform. Theory. St.-Petersburg, June 17--28, 1995.
P. 161--146.
Sensitivity of Gaussian Channel Capacity and
Rate-Distortion Function to Non-Gaussian Contamination
// Proc. IEEE Intern. Symp. Inform. Theory. Whistler,
September 17--22, 1995. P. 60.
Asymptotic Expressions for Information and Capacity of
Continuous Channels when Certain Transmission
Parameters are Small // Trans. 12-th Prague Conf. Inform.
Theory, Statist. Decision Function, and Random Processes.
Prague, August 29 -- September 2, 1994. P. 185--191.
Asymptotics of the Epsilon-Entropy of Stationary Almost
Gaussian Processes // Proc. IEEE Intern. Workshop Inform.
Theory. Moscow, Russia. July 3--8, 1994. P. 79—87.
An Asymptotic Expression for the Information and Capacity
of a Multidimensional Channel with Weak Input Signals // IEEE
Trans. Inform. Theory. 1993. V. 39. N 10. P. 1728--1735.
Asymptotic Behavior of the Information and Capacity of
Continuous Alphabet Channels with Weak Vector-Valued Inputs
// Proc. Sixth Joint Swedish-Russian Intern. Workshop
Inform. Theory. Molle, August 22--27, 1993. P. 420--424.
On the Sensitivity of the Capacity of Nominally Gaussian
Channels // Proc. Sixth Joint Swedish-Russian
Intern. Workshop Inform. Theory. Molle, August 27--27, 1993.
P. 844—446 .
The Capacity of a Continuous Alphabet Memoryless Channel
with Vector-Valued Inputs Satisfying Small Mean Energy and
Peak Power Constraints // Proc. Fourteenth Symp. Inform.
Theory in the Benelux. Veldhoven, May 17--18, 1993. P. 48--53.
The Capacity Region of the Two-Way Channel with Additive
Almost Gaussian Noise under Moment Constraints
// Trans. Eleventh Prague Conf. Inform. Theory, Statist.
Decision Funct., Random Processes, held in Prague,
August 27--31, 1990. Acad. Publ. House Czech. Acad. Sci.,
Prague, 1992. P. 295--309.
Asymptotic Expansion for the Capacity Region of the
Multiple-Access Channel with Common Information and
Almost Gaussian Noise // Proc. Fifth Joint Soviet-Swedish
Intern. Workshop Inform. Theory. Moscow, January 13--13,
1991. P. 169—172 .
The Capacity Region of the Compound Interference Channel
with Additive Almost Gaussian Noise // Proc. Twelfth Symp.
Inform. Theory in the Benelux. Veldhoven, May 22--24, 1991.
P. 103—106.
An Asymptotic Expression for the Capacity Region of
the Two-Way Communication Channel with Additive Almost
Gaussian Noise // Proc. IEEE Intern. Symp. Inform. Theory.
Budapest, June 24--28, 1991. P. 331.
Some Results on Multi-User Channels with Almost Gaussian
Noise // Eleventh Prague Conf. Inform. Theory, Statist.
Decision Funct., Random Processes. Prague. August 27--31,
1990 .
Asymptotic Expansions for the Mutual Information and for
the Capacity of Continuous Memoryless Channels with
Weak Input Signal //Probl. Control Inform. Theory. 1989.
V. 18. N 2. P. 91--106.
1987 year
Authors: Prelov V., de Bruyn, E. van der Meulen K.
Reliable Transmission of Two Correlated Sources over
an Asymmetric Multiple-Access Channel // IEEE Trans. Inform.
Theory. 1987. V. 33. N 5. P. 716—718
On the Slepian and Wolf Multiple-Access Channel with
Gaussian Noise // Proc. Fighth Symp. Inform. Theory in the
Benelux. Deventer, 1987. P. 132—139 .
1985 year
Authors: Prelov V., de Bruyn, E.C. van der Meulen K.
The Capacity Region of the Discrete Memoryless Asymmetric
Multiple Access Channel with Arbitrarily Correlated Sources
// Proc. Intern. Symp. Inform. Theory. Brighton, 1985.
P. 153.
1985 year
Authors: Prelov V., de Bruyn, E. van der Meulen K.
Two Results on the Discrete Memoryless Asymmetric Multiple
Access Channel with Arbitrarily Correlated Sources // Proc.
Sixth Symp. Inform. Theory in the Benelux. Mierlo, 1985.
P. 183—191.
The Asymptotic Behavior of the Capacity and
the Zero-Error Capacity of a Continuous Channel with Large
Noise // Mededelingen uit het Wiskundig Instituut. Katholieke
Universiteit Leuven. 1984. N 179. 27 pages.
The Zero-Error Capacity of Certain Continuous Channels
with Small Input Signal // Proc. Fifth Symp. Inform. Theory
in the Benelux. Aalten, May 24--25, 1984. P. 203--205.
On the Capacity and Zero-Error Capacity of Certain
Multiple Access Channels // Ninth Prague Conf. Inform. Theory,
Statist. Decision Funct., Random Processes. Prague.
June 28--July 2, 1982. P. 205.
