S. M. Chumakov

Universidad de Guadalajara — Mexico

Physics and Astronomy · Physical Sciences

19h-index1.0kcitations111works0.02yr avg
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Research Topics

Quantum optics and atomic interactions(51), Quantum Information and Cryptography(50), Cold Atom Physics and Bose-Einstein Condensates(29), Quantum Mechanics and Applications(23), Nonlinear Waves and Solitons(7)

Publications111 total

Using High Throughput DNA Sequencing to Evaluate the Accuracy of Serial Dilution Based Tests of Microbial Activities in Oil Pipelines
2018Open Access
Semiclassical dynamics of the resonant Dicke model in a strongly non-linear regime
Physica Scripta·2015· 4 cited
An exhaustive study of mutation process in 139 sequences of dengue virus
AIP conference proceedings·2012
On the su(2) winger functions dynamics
Revista Mexicana de Física·2009· 8 citedOpen Access
A Computational Tool for the Genomic Identification of Regions of Unusual Compositional Properties and Its Utilization in the Detection of Horizontally Transferred Sequences
Molecular Biology and Evolution·2006· 19 citedOpen Access
Transfer of atomic coherence in a micromaser
2005
How independent are the appearances of <i>n</i>-mers in different genomes?
Bioinformatics·2004· 95 citedOpen Access
Short subsequences in genomes: How random are they?
2004
Resonance expansion versus the rotating-wave approximation
Physical Review A·2003· 43 cited
Dynamical squeezing enhancement in the off-resonant Dicke model
Journal of Optics B Quantum and Semiclassical Optics·2003
On Discrete Quasiprobability Distributions
arXiv (Cornell University)·2003· 2 citedOpen Access
Resonant interaction modified by the atomic environment
Journal of Optics B Quantum and Semiclassical Optics·2003· 8 cited
Quantum Algebras for Quantum Optics
2003
Wigner function dynamics on the sphere
2003· 1 cited
The theoretical basis of universal identification systems for bacteria and viruses
Journal of Biological Physics and Chemistry·2002· 8 citedOpen Access
ON THE <font>SU</font>(2) WIGNER FUNCTION DYNAMICS
2002· 3 cited
EXACTLY SOLVABLE HAMILTONIANS CONNECTED WITH <font>su</font><sub>q</sub>(2) AND QUANTUM OPTICAL MODELS
2002
The su q(2) algebra in the off-diagonal basis and applications to quantum optics
Physics of Atomic Nuclei·2001
Quasi-probability distributions for the simplest dynamical groups
Journal of the Optical Society of America A·2000· 25 cited
THE PHASE SPACE OF FINITE SYSTEMS
2000
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Frequent Co-authors

A. B. Klimov(18), M. Kozierowski(10), Kurt Bernardo Wolf(8), J. J. Sánchez-Mondragón(8), C. Saavedra(6), Natig M. Atakishiyev(5), Ana Leonor Rivera(5), A. A. Mamedov(4), J. C. Retamal(4), V. I. Manʹko(3), Yuriy Fofanov(2), Yi Luo(2), Charles Katili(2), Isabel Sainz(2), H. M. Castro-Beltrán(2), Jim J. Wang(1), Yuri Belosludtsev(1), Thomas F. Powdrill(1), Chetan Belapurkar(1), Viacheslav Y. Fofanov(1)