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  • 8:57 PM, Friday, 29 Mar 2024

Department of Physics
     
Solomon Ivan, Ph.D.
Associate Professor
 
Office
Tel:+91-471-2568 653
Fax:
Email:solomonivan@iist.ac.in













Education

PhD in Quantum Information Theory


Course Offered

PH-121   Physics-II   BTech

PH-221  Modern Optics    BTech

PH-619/419  Fourier Optics   MTech in OE

PH-615/415  OE Fundamentals  MTech in OE

PH-614/414 Lasers and Optoelectronics (shared) MTech in OE

PH-616 Statistical and Semiconductor Physics (shared) MTech in SST

PH-470 Quantum Optical Communication (shared) MTech in OE/MS in SSP

PH-361   Quantum information Theory BTech

PH-312 Statistical Mechanics (shared)  BTech

PH-416 Quantum Mechanics II (shared) BTech

Mathematical Methods PhD course (shared)

PH-231 Optics Lab I BTech

PH-241 Optics Lab II BTech


Research Work / Area

Classical Optics, Quantum Optics, and Quantum Information Theory.


Area of Interest

Classical Optics, Quantum Optics, Quantum Information.


Publications

Dasika Shishir and J Solomon Ivan, Non-Gaussian bosonic channels in Tavis-cummings model, Quant. Inf. process.
18, 307 (2019).

Sagnik Garai and J Solomon Ivan, Robustness of distributed nonclassicality against local Gaussian noise, Phys.
Rev. A 100, 013842 (2019).

Sagnik Garai, and J. Solomon Ivan, Gaussian channels that are eventually entanglement breaking yet asymptotically
nonclassicality saving, Phys. Rev. A, 98 052353 (2018).

T. Sai. Meghana, and J. Solomon Ivan, Free-space optical communication using a shape parameter,
EPJ Plus, 133:341 (2018).

Soumya Asokan, and J. Solomon Ivan, Radial-angular entanglement in Laguerre-Gaussian mode
superpositions,  JOSA A, vol 35, No.5, 785-793, (2018).

K. K. Sabapathy, J. Solomon Ivan, R-G- Patron, and R. Simon, Divergence free approach for obtaining
decompositions of quantum optical processes, Phys. Rev. A, 97, 022339, (2018).

P. A. Ameen Yasir and J. Solomon Ivan, Estimation of phases with dislocations in paraxial
wavefields from intensity measurements, Phys. Rev. A, 97, 023817, (2018).

 J Solomon Ivan, Krishna Kumar Sabapathy, and R. Simon, Scaling maps of
s-ordered quasiprobabilities are either nonpositive or completely positive, Phys. Rev. A, 96, 022114 (2017).

P. A. AmeenYasir and J Solomon Ivan, Realization of first-order optical systems using thin lenses of positive focal
length, JOSA A, Vol. 34, No.11, 2007-2012, (2017).

Madhu. V and J. Solomon Ivan, Robustness of the twist parameter of Laguerre-Gaussian mode superpositions
against atmospheric turbulence, Phys. Rev. A, 95, 043836 (2017).

P. A. Ameen Yasir and J. Solomon Ivan, Phase estimation using phase gradients obtained
through Hilbert transform, JOSA A, Vol. 33, No. 10, October (2016).

V. J. Deepak and J. Solomon Ivan, Contextual phase estimation from two-plane
intensity measurements, JOSA A, Vol. 33, No. 6, 1198-1206, June (2016).

R. Sharma, J. Solomon Ivan, and C. S. Narayanamurthy, Comparative statistical analysis of
phase profiles of a pseudo random phase plate with Kolmogorov phase screens, Optik,
126, 4195-4201 (2015).

J. Solomon Ivan and K. Goswami, Free space optical communication using beam
parameters with translational and transverse rotational invariance,
JOSA A, Vol 32, No. 6, 1118-1125 June (2015).

Lijo Thomas, J. Solomon Ivan, P. A. Ameen Yasir, Richa Sharma,
Rakesh Kumar Singh, C. S. Narayanamurthy, and K. S. Dasgupta,
Appl. Opt. Vol. 54, No. 4, 699-706 February (2015).

 R. Sharma, J. Solomon Ivan, and C. S. Narayanamurthy, Wave propagation analysis using the variance matrix,
JOSA A, Vol 31, No. 10, 2185-2191 October (2014).

 P. A. Ameen Yasir and J. Solomon Ivan, Realization of first-order optical systems using thin
convex lenses of fixed focal length, JOSA A, Vol 31, No. 9, 2011-2020, September (2014).

Deepak Pandey, Nandan Satapathy, Buti Suryabrahmam, J. Solomon Ivan, and Hema Ramachandran,
Classical light sources with tunable temporal coherence and tailored photon number distributions,
Eur. Phys. J. Plus.  129: 115, June (2014).

J Solomon Ivan, Krishna Kumar Sabapathy, and R. Simon, Nonclassicality breaking is the
same as entanglement breaking for bosonic Gaussian channels, Phys. Rev. A, 88, 032302 (2013).