Publications of Arvind

[1] Arvind, P. S. Chandi, R. C. Singh, D. Indumathi, and R. Shankar. Random sampling of an ac source: A tool to teach probabilistic observations. Am. Jr. of Phys, 72(1):76-82, January 2004.
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[2] N. Mukunda, Arvind, S. Chaturvedi, , and R. Simon. Wigner distributions and quantum mechanics on lie groups: the case of the regular representations. Jr. of Math. Phys, 45(1):114, January 2004.
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[3] Rangan Lahiri, Arvind, and Anirban Sain. Brownian motion in classical ideal gas: A microscopic approach to the langevin equation. Pramana Jr. of Physics, 2004. Accepted for publication.
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[4] Arvind and David Collins. Scaling issues in ensemble implementations of the deutsch-jozsa algorithm. Phys. Rev. A, 68(5):052301 1-4, November 2003.
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[5] N. Mukunda, Arvind, S. Chaturvedi, and R.Simon. Generalised coherent states and the diagonal representation for operators. Jr. of Math. Phys, 44:2479, 2003.
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[6] N. Mukunda, Arvind, E. Ercolessi, G. Marmo, G. Morandi, and R. Simon. Bargmann invariants, null phase curves, and a theory of the geometric phase. Phys. Rev. A, 67:042114, 2003.
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[7] Arvind. U(2) invariant squeezing properties of pair coherent states. Physics Letters A, 299(5-6):461-468, April 2002.
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[8] N. Mukunda, Arvind, S. Chaturvedi, and R. Simon. Bargmann invariants and off-diagonal geometric phases for multilevel quantum systems: A unitary-group approach. Phys. Rev. A, 65(1):012102 1-10, January 2002.
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[9] Arvind, Kavita Dorai, and Anil Kumar. Quantum entanglement in the nmr implementation of the deutsch-jozsa algorithm. Pramana Jr. of Physics, 56(5):L705-L713, May 2001.
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[10] Kavita Dorai, Arvind, and Anil Kumar. Implementation of a deutsch-like quantum algorithm utilizing entanglement at the two-qubit level on an nmr quantum-information processor. Phys. Rev. A, 63(3):034101 1-4, March 2001.
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[11] T. S. Mahesh, Kavita Doari, Arvind, and Anil Kumar. Two-dimensional nmr quantum computing using selective pulses. J. Mag. Res., 95-103(1):148, January 2001.
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[12] Arvind. Quantum entanglement and quantum computational alrgorithms. Pramana Jr. of Physics, 56(2-3):357-365, Feb-Mar 2001.
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[13] Kavita Dorai, T. S. Mahesh, Arvind, and Anil Kumar. Quantum computation using nmr. Current Science, 79(10):1447-1458, November 2000.
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[14] Kavita Dorai, Arvind, and Anil Kumar. Implementing quantum-logic operations, pseudopure states, and the deutsch-jozsa algorithm using noncommuting selective pulses in nmr. Phys. Rev. A, 61(4):042306 1-7, April 2000.
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[15] Arvind. The epr paradox einstein scrutinises quantum mechanics. Resonance, 5(4):28, Aril 2000.
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[16] E. M. Rabei, Arvind, N. Mukunda, and R. Simon. Bargmann invariants and geometric phases: A generalized connection. Phys. Rev. A, 60(5):3397-3409, November 1999.
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[17] Arvind and N. Mukunda. Bell's inequalities, multiphoton states and phase space distributions. Physics Letters A, 259:421-426, 1999.
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[18] Arvind, N. Mukunda, and R. Simon. Characterisations of classical and non-classical states of quantised radiation. Jr. Phys. A, 31(1):565, January 1998.
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[19] Arvind, N. Mukunda, and R. Simon. Gaussian-wigner distributions and hierarchies of nonclassical states in quantum optics: The single-mode case. Phys. Rev. A, 56(6):5042-5052, December 1997.
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[20] Arvind, K. S. Mallesh, and N. Mukunda. A generalised pancharatnam phase formula for three-level quantum systems. Jr. Phys. A, 30(7):2417-2432, April 1997.
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[21] Arvind and N. Mukunda. Non-classical photon statistics for two-mode optical fields. Jr. Phys. A, 29(18):1345, Septermber 1996.
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[22] Arvind and N. Mukunda. Relativistic operator description of photon polarisation. Pramana Jr. of Physics, 47:347, 1996.
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[23] Arvind, B. Dutta, R. Simon, and N. Mukunda. Two-mode quantum systems: Invariant classification of squeezing transformations and squeezed states. Phys. Rev. A, 52(2):1609-1620, August 1995.
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[24] Arvind, B. Dutta, R. Simon, and N. Mukunda. The real symplectic groups in quantum mechanics and optics. Pramana Jr. of Physics, 45(6):471, 1995.
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[25] Arvind, Biswadeb Dutta, C. L. Mehta, and N. Mukunda. Squeezed states, metaplectic group and operator möbius transformations. Phys. Rev. A, 50(1):39-61, July 1994.
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