Global ETD Search

41	Communication theory of quantum systems. January 1971 (has links) Also issued as a Ph.D. thesis in the Dept. of Electrical Engineering, 1970. / Bibliography: p. 168-173. TK7855.M41 R43 no.482 Statistical communication theory Random noise theory Quantum theory
42	Reliability of quantum-mechanical communication systems. January 1968 (has links) Issued also as a Sc.D. thesis in the Dept. of Electrical Engineering, 1968. / Bibliography: p.103-104. TK7855.M41 R43 no.468 Information measurement Quantum theory Random noise theory Signal theory (Telecommunication)
43	Decision-feedback equalization for digital communication over dispersive channels. January 1967 (has links) ESD-TR-67-466. / Bibliography: p.85. / Contract AF 19(628)-5167. TK7855.M41 L741 no.437 Telecommunication Decision making Random noise theory Feedback (Electronics)
44	Networks of Gaussian channels with applications to feedback systems. January 1968 (has links) Reprinted from IEEE transactions on information theory, vol. IT-13, no.3, July 1967. / Bibliography: p. 501. TK7855.M41 R43 no.460 Random noise theory Feedback control systems
45	Noise sources describing quantum effects in the laser oscillator. January 1966 (has links) Based on a thesis in Electrical Engineering, 1966. / Bibliography: p.109-110. / Contract no. DA36-039-AMC-03200(E). TK7855.M41 R43 no.453 Lasers Noise Oscillators, Electric Random noise theory Quantum theory
46	A digital spectral analysis technique and its application to radio astronomy. January 1963 (has links) No description available. TK7855.M41 R43 no.412 Spectrum analysis Radio astronomy Correlation (Statistics) Random noise theory
47	Statistical theory applied to communication through multipath disturbances. January 1953 (has links) Includes bibliographies. TK7855.M41 L741 no.34 Statistical communication theory Random noise theory
48	Renormalization and central limit theorem for critical dynamical systems with weak external random noise Díaz Espinosa, Oliver Rodolfo, January 1900 (has links) (PDF) Thesis (Ph. D.)--University of Texas at Austin, 2006. / Vita. Includes bibliographical references.
49	Renormalization and central limit theorem for critical dynamical systems with weak external random noise Díaz Espinosa, Oliver Rodolfo 28 August 2008 (has links) Not available / text Central limit theorem Differentiable dynamical systems Random noise theory Mappings (Mathematics) Renormalization group
50	Applications of noise theory to plasma fluctuations Li, Bo, 1979- 28 August 2008 (has links) Fluctuation phenomena are important to many physical systems, such as the fusion plasma. Noise theory is used to study the time and space correlations of stationary Markovian fluctuations that are statistically homogeneous and isotropic. The relaxation of the fluctuations is modeled by the diffusion equation. The spatial correlations are modeled by the exponential decay. Based on these models, the correlation function and the power spectral density of random fluctuations. We also find that the fluctuation-induced transport coefficients may be estimated by the correlation length and the correlation time. The theoretical results are compared with the observed plasma density fluctuations from tokamak and helimak experiments. Fluctuations (Physics) Random noise theory Space and time Spectral energy distribution Plasma density

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