1. A.Lahiri, A.Bhowal, T.K.Roy and M.B.Sevryuk, "Stability of invarriant curves in 4-D Â reversible Â maps Â near Â 1:1 Â resonance." Physica-D 63 (1993),99.Â

2. A.Bhowal, T.K.Roy and A.Lahiri, "Small angle Krein collision in Â a family of 4-D reversible maps", Phys Rev E ,47(1993),3932.

3. A.Bhowal, T.K.Roy and A.Lahiri, "Hopf bifurcation in four-dimensional reversible maps and renormalisation equations", Phys-Lett A,179(1993),9.

4. A.Lahiri, A.Bhowal and T.K.Roy Â "Fourth Order Resonant Collisions of Multipliers in Reversible Maps:Â

Â Period-4 Orbits and Invariant Curves", Physica D, 85 (1995), 10.

5. A. Lahiri, A. Bhowal and T.K. Roy, "Resonant Collision in 4D Reversible Maps, a description scenarios",

Physica D (1998) 112, 95.

6. A. Lahiri, T. K. Roy Â and A. Bhowal, "Exotic Spectra, Wavefunctions and Transport in Incommensurate Lattices",

Pramana, 48, (1997), 555.

7. A. Bhowal, Damage spreading in the 'sandpile' model of SOC, Physica A, Â 247 (1997) 327

8. A. Bhowal, Onsets of avalanches in the BTW model, Physica A, 253 (1998) 301

9. A. Bhowal and T. K. Roy,Reduction Â of Noise in Chaotic Time series Data, Â Â Pramana, 52 No-1(1999),25.

10. M. Acharyya and A. Bhowal Acharyya, Modelling and Computer simulation of an insurance policy: A search for maximum profit, Int. J. Mod. Phys. C Â 14 (2003) 1041

11. M. Acharyya and A. Bhowal Acharyya, Inflection point as a manifestation of tricritical point in Ising meanfield dynamics, Comm. Comp. Phys. 3 (2008) 397

12. M Acharyya and A. Bhowal Acharyya, Critical Slowing Down along the dynamic phase boundary in Ising meanfield dynamics, Int. J. Mod. Phys. C Â 21 (2010) 481

13. A. Bhowal Acharyya, Cluster statistics in BTW automata, Acta Physica Polonica B, 42 (2011) 19.(Impact Factor: 1.01)

14. M Acharyya and A. Bhowal Acharyya,Evidence of invariance of time scale at critical point in Ising meanfield equation of state, Comm. Theo Phys. 55 (2011) 1109.

15. A. Bhowal Acharyya and Â M Acharyya, Bose Einstein Condensation in arbitrary dimension,Acta Physica Polonica B, 43 (2012) 1805.(Impact Factor: 1.01)

16. A partial list of citation of my work

1. T. J. Bridges and J. E. Furter, Singularity Theory and

Equivariant Maps, Lecture Notes in Mathematics,

Vol 1558, Springer-Verlag., 1993

2.Subharmonic branching at a reversible 1:1 resonanceÂ

Maria-Cristina CiocciÂ

3. Time-Reversal Symmetry in Dynamical Systems: A SurveyÂ

Jeroen S. W. Lamb, John A. G. RobertsÂ

4.Bayram Deviren, Mustafa Keskin, Osman Kanko, Dynamic phase transitions in the kinetic mixed spin-1/2 and

spin-5/2 Ising model under a time dependent oscillating magnetic field, Phase Transitions 01/2010; 83(7) 526-542.

5.M.B. Sevryuk. The iteration approximation decoupling in the reversible KAM theory, Chaos 10/1995; 5(3):552-565

17. Distinction and achievement

18. Any other

School/Workshop/Seminar attended:

(A). "Introductory Course on Chaotic Dynamics" held onÂ

Inter University Consortium, Indore, India, March 1992.

(B). "Computational Aspects in Chaos and Nonlinear Dynamics",

held on Department of Physics, Maharajas College, Cochin, India, March

21-25, 1994.

(C). "Local and Variational Methods in the Study of Hamiltonian

System", International Center for Theoretical Physics, Trieste, Italy,

October 1994.

(d)Scotish Church

(e)Laser Symposium

(f)Vivekananda

(g)Solar Cell at JU

(h)INO

Talk Delivered under the Theoretical Physics Seminar circuit programme (1995) at

1. University of PuneÂ

2. Bharati Darshan University

3. Indian Institute of Astrophysics (Bangalore)

19.Project Supervision of PG Students

1. Poonam Das (2011) Study of Critical behaviour of Ising Ferromagnet with the help of mean field theory developed by Bragg William.

2. Chhandita Halder (2011) on ' Ferro-Para Transition as an example of critical phenomenon and estimation of the critical exponent.'

3. Rishmita Â Ghosh (2011) on Estimation of Critical Exponents from Bragg William mean field equation of state of Ising Ferromagnet.

4. Kashmira Khatoon (2013) on 'Study of Ferro-para transition using Bragg William mean field approximation'.

5. Swarnali Bose (2013) on 'Kinetic Ising Model in mean field approximation.'