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Publications by Evgeny A. Verbitskiy

Martin Göll, Klaus Schmidt, and Evgeny Verbitskiy. A Wiener lemma for the discrete Heisenberg group. Monatsh. Math., 180(3):485–525, 2016.   doi
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Martin Göll and Evgeny Verbitskiy. Homoclinic points of principal algebraic actions. In Macroscopic and large scale phenomena: coarse graining, mean field limits and ergodicity, pages 251–292. . Springer, [Cham], 2016.   doi
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Tomoyuki Shirai and Evgeny Verbitskiy. Solvable and algebraic systems on infinite ladder. Indag. Math. (N.S.), 27(5):1162–1183, 2016.   doi
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Evgeny Verbitskiy. Thermodynamics of the binary symmetric channel. Pac. J. Math. Ind., 8:Art. 2, 9, 2016.   doi
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V. Ermolaev and E. Verbitskiy. Thermodynamic Gibbs Formalism and Information Theory. In The Impact of Applications on Mathematics., Springer Japan, pages 349–362, 2014.   bib
M. Göll, K. K. Schmidt, and E. Verbitskiy. Algebraic actions of the discrete Heisenberg group: Expansiveness and homoclinic points. Indagationes Mathematicae, 2014.   bib
D. Lind, K. Schmidt, and E. Verbitskiy. Homoclinic points, atoral polynomials, and periodic points of algebraic $\Bbb Z^d$-actions. Ergodic Theory Dynam. Systems, 33(4):1060–1081, 2013.   url
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A.C. van Bon, E. Verbitskiy, G. van Basum, J.B.L. Hoekstra, and J.H. De Vries. Exercise in Closed-Loop Control: A Major Hurdle. Journal of Diabetes Science and Technology, 5(6):1337–1341, 2011.   bib
A.C. den Brinker and H. and Verbitskiy Krishnamoorthi. Similarities and Differences Between Warped Linear Prediction and Laguerre Linear Prediction. IEEE Transactions on Audio, Speech & Language Processing, 19(1):24–33, 2011.   url
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Klaus Schmidt and Evgeny Verbitskiy. New directions in algebraic dynamical systems. Regul. Chaotic Dyn., 16(1-2):79–89, 2011.   doi
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B. Škorić, C. Obi, E.A. Verbitskiy, and B. Schoenmakers. Sharp lower bounds on the extractable randomness from non-uniform sources. Inform. and Comput., 209(8):1184–1196, 2011.   bib
E.A. Verbitskiy. Thermodynamics of Hidden Markov Processes. London Mathematical Society, Lecture Note Series 385 B. Markus, K. Petersen, T. Weissman, (Eds), 2011. Papers from the Banff International Research Station Workshop on Entropy of Hidden Markov Processes and Connections to Dynamical Systems.   bib
E.A. Verbitskiy. On factors of -measures. Indagationes Mathematicae, 22(3-4):315 – 329, 2011. Devoted to: Floris Takens (1940-2010).   url
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A.C.D. van Enter and E. Verbitskiy. Erasure Entropies and Gibbs Measures. Markov Processes Relat. Fields, 16:3–14, 2010.   bib
D. Lind, K. Schmidt, and E. Verbitskiy. Entropy and growth rate of periodic points of algebraic $\mathbb Z^d$-actions. In Contemporary Mathematics, pages 195–211. . Amer. Math. Society, 2010.   url
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M. Hoekstra, M. Vogelzang, E. Verbitskiy, and M.W.N. Nijsten. Hourly measurements not required for safe and effective glycemic control in the critically ill patient. Critical Care, 14(404), 2010.   url
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K. Schmidt and E. Verbitskiy. New directions in algebraic dynamical systems. Regular and Chaotic Dynamics, 2010.   url
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E. Verbitskiy. Mathematics in the industrial environment: Dutchperspective. In Casimir Force, Casimir Operators and the Riemann Hypothesis, pages 21–28. . de Gruyter, 2010.   url
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E. Verbitskiy. Variational Principle for Fuzzy Gibbs Measures. Moscow Mathematical Journal, 10(4):811–829, 2010.   url
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E. Verbitskiy, P. Tuyls, C. Obi, B. Skoric, and B. Schoenmakers. Key Extraction From General Non-Discrete Signals. EEE Trans. on Information Forensics and Security, 5(2):269–279, 2010.   url
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J.-R. Chazottes, P. Collet, F. Redig, and E. Verbitskiy. A concentration inequality for interval maps with an indifferent fixed point. Ergodic Theory Dynam. Systems, 29(4):1097–1117, 2009.   doi
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M. Hoekstra, M. Vogelzang, E. Verbitskiy, and M. Nijsten. Health technology assessment review: Computerized glucose regulation in the intensive care unit - how to create artificial control. Critical Care, 13:223, 2009.   bib
A.V. Sazonov, C. K. Ho, J. W. M. Bergmans, J. B. A. M. Arends, Griep, P. A. M., E.A. Verbitskiy, P. J. M. Cluitmans, and P.A. J. M. Boon. An investigation of the phase locking index for measuring of interdependency of cortical source signals recorded in the EEG. Biological Cybernetics, 100(2):129–146, 2009.   bib
Klaus Schmidt and Evgeny Verbitskiy. Abelian sandpiles and the harmonic model. Comm. Math. Phys., 292(3):721–759, 2009.   doi
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A.C.D. van Enter, F. Redig, and E. Verbitskiy. Gibbsian and non-Gibbsian states at Eurandom. Stat. Neerlandica, 62(3):331–344, 2008.   bib
A.V. Sazonov, C.K. Ho, J.W.M. Bergmans, J.B.A.M. Arends, P.A.M. Griep, E.A. Verbitskiy, P.J.M. Cluitmans, and P.A.J.M. Boon. Analysis of the Phase Locking Index for Measuring of Interdependency of Cortical Signals Recorded in the EEG. In Engineering in Medicine and Biology Society, Proc. 29th Annual Int. Conf. IEEE. Pages 1985–1991, 2007.   bib
A.V. Sazonov, C.K. Ho, J.W.M. Bergmans, J.B.A.M. Arends, P.A.M. Griep, E.A. Verbitskiy, P.J.M. Cluitmans, and P.A.J.M. Boon. Analysis of the Phase Locking Index for Measuring of Interdependency of Cortical Signals Recorded in the EEG. In Engineering in Medicine and Biology Society, Proc. 29th Annual Int. Conf. IEEE. Pages 1985–1991, 2007.   bib
L.A.M. Schoenmakers, J. Tjoelker, P.T. Tuyls, and E.A. Verbitskiy. Smooth R\’enyi entropy of ergodic quantum informations sources. In Proc. 2007 IEEE Int. Symposium on Information Theory (ISIT). 2007.   bib