{"id":35,"date":"2023-11-02T05:16:22","date_gmt":"2023-11-02T05:16:22","guid":{"rendered":"https:\/\/www-cxcp1.tifrh.res.in\/~barma\/?page_id=35"},"modified":"2026-05-12T06:05:34","modified_gmt":"2026-05-12T06:05:34","slug":"publications","status":"publish","type":"page","link":"https:\/\/www.tifrh.res.in\/~barma\/?page_id=35","title":{"rendered":"Publications"},"content":{"rendered":"

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Publications in refereed journals<\/h3>\n

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  1. Swastik Majumder and Mustansir Barma “Stochastic systems with Bose-Hubbard interactions: Effects of bias on particles on a randomcomb”\u00a0,<\/i>Phys. Rev E 113, 044137 (2026)<\/a> <\/li>\n

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  2. Swastik Majumder and Mustansir Barma “Stochastic systems with Bose-Hubbard interactions: Effects of bias on particleson a one-dimensional lattice”\u00a0,<\/i>Phys. Rev E 113, 044136 (2026)<\/a> <\/li>\n

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  3. Shilpa Prakash, Mustansir Barma and Kabir Ramola “Exact fluctuating hydrodynamics of the scaled light-heavy model”\u00a0,<\/i>J. Stat. Mech. 103208 (2025)<\/a> <\/li>\n

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  4. Souvik Sadhukhan, Mustansir Barma, and Saroj Kumar Nandi “Fluctuation-dominated phase ordering in one dimensional truncated inverse distancesquare Ising model”\u00a0,<\/i>Phys. Rev.\u00a0 E 112, 024114 (2025)<\/a> <\/li>\n

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  5. Chandrashekar Iyer, Mustansir Barma, Hunnevir Singh and Deepak Dhar “Asymmetric Simple Exclusion Process on the Percolation Cluster: Waiting Time Distributionin Side Branches”\u00a0,<\/i>Phys. Rev. Lett. 134, 027102 (2025)<\/a> <\/li>\n

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  6. \u00a0Rajiv G. Pereira, Ananya Janardhanan and Mustansir\u00a0Barma “Spin cones in random-field XY models”\u00a0,<\/i>Phys. Rev. E 110, 014141(2024)<\/a> <\/li>\n

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  7. \u00a0Reya Negi, Rajiv G. Pereira and Mustansir Barma “Condensate-induced organization of the mass profile and emergent power laws in the Takayasu aggregation model”\u00a0,<\/i> Phys. Rev. E\u00a0110, 064132 (2024) <\/a> <\/li>\n

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  8. \u00a0Arghya Das and Mustansir\u00a0Barma “Dynamic condensates in aggregation processes with mass injection”\u00a0,<\/i>Indian J. Phys.\u00a0\u00a098, 3813\u20133821 (2024)<\/a><\/li>\n

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  9. \u00a0Sukanta Mukherjee, Puneet Pareek, Mustansir Barma, Saroj Kumar Nandi, “Stretched exponential to power-law: crossover of relaxation in a kinetically constrained model.”\u00a0,<\/i>J. Stat. Mech. Theor. Exp.\u00a0(2), 023205\u00a0(2024): 1-9<\/a><\/li>\n

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  10. \u00a0Arghya Das and Mustansir Barma, “Dynamic condensates in aggregation processes with mass injection.”\u00a0,<\/i>Ind.\u00a0J.\u00a0Phys.\u00a0(2023): 1-9<\/a><\/li>\n
  11. \u00a0Arghya Das and Mustansir Barma, “Fluctuation-dominated phase ordering in coarse-grained depth models: Domain wallstructures, extreme values and coarsening”,<\/i>J. Stat. Mech., 043203 (2023)<\/a><\/li>\n

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  12. Chandrashekar Iyer, Arghya Das and Mustansir Barma, “Coarsening, condensates and extremes in aggregation-fragmentation models”,<\/i>Phys. Rev. E 107, 014122 (2023)<\/a><\/li>\n

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  13. Stephy Jose, Dipanjan Mandal, Mustansir Barma and Kabir Ramola, “Active random walks in one and two dimensions”,<\/i>Phys. Rev. E 105, 064103 (2022)<\/a><\/li>\n

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  14. Sumedha and Mustansir Barma, “Solution of the random field XY magnet on a fully connected graph”,<\/i>J. Phys. A: Math. Theor. 55 095001(2022) <\/a><\/li>\n

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  15. Sumedha and Mustansir Barma, “Phase transitions in XY models with randomly oriented crystal fields”,<\/i>Phys. Rev. E 105, 024111 (2022) <\/a><\/li>\n

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  16. Jesal D. Kotak and Mustansir Barma, “Bias induced drift and trapping on random combs and the Bethe lattice: Fluctuation regime and first order phase transitions”,<\/i>Physica A 597, 127311 (2022) <\/a><\/li>\n

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  17. \u201cReply to \u201cComment on \u2018Fluctuation-dominated phase ordering at a mixed order transition\u2019\u201d\u201d M. Barma, S. N. Majumdar and D. Mukamel<\/span> J. Phys. A: Math. Theor. 54, 038002 (2021).<\/a><\/li>\n

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  18. \u201cLight and heavy particles on a fluctuating surface: Bunchwise balance, irreducible sequences and local density-height correlation\u201d S. Mahapatra, K. Ramola and M. Barma <\/span> Phys. Rev. Research 2, 043279 (2020).<\/a><\/li>\n

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  19. \u201cSize-stretched exponential relaxation in a model with arrested states\u201d V. Gupta, S. Nandi and M. Barma <\/span> Phys. Rev. E 102, 022103 (2020).<\/a><\/li>\n

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  20. \u201cFixation in competing populations: Diffusion and strategies for survival\u201d T. Singha, P. Perlekar and M. Barma<\/span> Phys. Rev. Research 2, 023412 (2020).<\/a><\/li>\n

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  21. \u201cInterface growth driven by a single active particle\u201d P. Bisht and M. Barma<\/span> Phys. Rev. E 100, 052120 (2019).<\/a><\/li>\n

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  22. \u201cDynamics of coupled modes for sliding particles on a fluctuating landscape\u201d S. Chakraborty, S. Chatterjee and M. Barma<\/span> Phys. Rev. E 100,042117 (2019).<\/a><\/li>\n

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  23. \u201cFluctuation-dominated phase ordering at a mixed order transition\u201d M. Barma, S.N. Majumdar and D. Mukamel<\/span> J. Phys. A: Math. Theor. 52, 254001 (2019).<\/a><\/li>\n

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  24. \u201cClustering, intermittency, and scaling for passive particles on fluctuating surfaces\u201d T. Singha and M. Barma<\/span> Phys. Rev. E 98, 052148 (2018).<\/a><\/li>\n

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  25. \u201cComment on ‘Replica Symmetry Breaking in Trajectories of a Driven Brownian Particle’ \u201d T. Singha and M. Barma<\/span> Phys. Rev. Lett. 121, 128901 (2018).<\/a><\/li>\n

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  26. \u201cReversals in infinite-Prandtl-number Rayleigh-B\u00e9nard convection\u201d A. Pandey, M. K. Verma and M. Barma<\/span> Phys. Rev. E 98, 023109 (2018).<\/a><\/li>\n

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  27. \u201cTime evolution of intermittency in the passive slider problem\u201d T. Singha and M. Barma<\/span> Phys. Rev. E 97, 010105(R) (2018).<\/a><\/li>\n

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  28. \u201cOrdered phases in coupled nonequilibrium systems: Dynamic properties\u201d S. Chakraborty, S. Chatterjee and M. Barma<\/span> Phys. Rev. E 96, 022128 (2017).<\/a><\/li>\n

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  29. \u201cOrdered phases in coupled nonequilibrium systems: Static properties\u201d S. Chakraborty, S. Chatterjee and M. Barma<\/span> Phys. Rev. E 96, 022127 (2017)<\/a><\/li>\n

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  30. \u201cCoarsening and persistence in a one-dimensional system of orienting arrowheads: Domain-wall kinetics with A + B \u2192 0\u201d M. D. Khandkar, R. Stinchcombe and M. Barma<\/span> Phys. Rev. E 95, 012147 (2017)<\/a>.<\/li>\n

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  31. \u201cNonequilibrium description of de novo biogenesis and transport through Golgi-like cisternae\u201d H. Sachdeva, M. Barma and Madan Rao<\/span> Scientific Reports 6, 38840; doi: 10.1038\/srep38840 (2016)<\/a><\/li>\n

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  32. \u201cLarge compact clusters and fast dynamics in coupled nonequilibrium systems\u201d S. Chakraborty, S. Pal, S. Chatterjee and M. Barma <\/span> Phys. Rev. E 93, 050102 (R) (2016) <\/a><\/li>\n

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  33. \u201cOrder-parameter scaling in fluctuation-dominated phase ordering \u201d R. Kapri, M. Bandyopadhyay and M. Barma <\/span> Phys. Rev. E 93, 012117 (2016) <\/a><\/li>\n

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  34. \u201cCondensate formation in a zero-range process with random site capacities \u201d S. Gupta and M. Barma<\/span> J. Stat. Mech. P07018 (2015) <\/a><\/li>\n

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  35. \u201cAnalytical study of giant fluctuations and temporal intermittency \u201d H. Sachdeva and M. Barma<\/span>J. Stat. Phys. 154, 950 (2014). <\/a><\/li>\n

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  36. \u201cCondensation and intermittency in an open-boundary aggregation-fragmentation model \u201d H. Sachdeva, M. Barma and Madan Rao <\/span> Phys. Rev. Lett. 110, 150601 (2013).<\/a><\/li>\n

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  37. \u201cDriven k-mers: correlations in space and time \u201d S. Gupta, M. Barma, U. Basu and P.K. Mohanty <\/span>Phys. Rev. E 84, 041102 (2011).<\/a><\/li>\n

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  38. \u201cMultispecies model with interconversion, chipping, and injection \u201dH. Sachdeva, M. Barma and Madan Rao <\/span>Phys. Rev. E 84, 031106 (2011).<\/a><\/li>\n

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  39. \u201cQuantum Brownian motion under rapid periodic forcing \u201d M. Bandyopadhyay and M. Barma<\/span>J. Stat. Mech. P07018 (2009).<\/a><\/li>\n

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  40. \u201cSingular Scaling Functions in Clustering Phenomena \u201dM. Barma <\/span>European Physical Journal B 64, 387 (2008).<\/a>.<\/li>\n

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  41. Passive sliders and scaling: from cusps to divergences A. Nagar and M. Barma <\/span> J. Korean Phys. Soc. 53, 937 (2008).<\/a>.<\/li>\n

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  42. \u201cShock probes in a one-dimensional Katz-Lebowitz-Spohn model \u201d S. Chatterjee and M. Barma <\/span> Phys. Rev. E 77, 061124 (2008).<\/a>.<\/li>\n

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  43. \u201cFinite-size effects on the dynamics of the zero-range process \u201d S. Gupta, M. Barma, and Satya N. Majumdar <\/span> Phys. Rev. E 76, 060101 (2007). <\/a><\/li>\n

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  44. \u201cTagged particle correlations in the asymmetric simple exclusion process: finite size effects \u201d S. Gupta, S.N. Majumdar, C. Godreche and M. Barma <\/span> Phys. Rev. E 76, 021112 (2007). <\/a><\/li>\n

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  45. \u201cDynamics of shock probes in driven diffusive systems \u201d S. Chatterjee and M. Barma <\/span> J. Stat. Mech., L01004 (2007).<\/a><\/li>\n

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  46. \u201cDirected diffusion of reconstituting dimers \u201d M. Barma, M.D. Grynberg and R. B. Stinchcombe <\/span> J. Phys. Condens. Matter\u00a019, 065112 (2007).<\/a><\/li>\n

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  47. \u201cDriven diffusive systems with disorder \u201d M. Barma <\/span> Physica A\u00a0372, 22 (2006).<\/a><\/li>\n

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  48. \u201cStrong clustering of non-interacting, passive sliders driven by a Kardar-Parisi-Zhang surface \u201d A. Nagar, S.N. Majumdar and M. Barma <\/span> Phys. Rev. E\u00a074, 021124 (2006).<\/a><\/li>\n

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  49. \u201cDynamics of fluctuation-dominated phase ordering: Hard-core passive sliders on a fluctuating surface \u201d Sakuntala Chatterjee and Mustansir Barma <\/span> Phys. Rev. E\u00a073, 011107 (2006).<\/a><\/li>\n

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  50. \u201cOrientational correlations and the effect of spatial gradients in the equilibrium steady state of hard rods in two dimensions: A study using deposition-evaporation kinetics \u201d M.D. Khandkar and M. Barma <\/span> Phys. Rev. E \u00a072, 051717 (2005). <\/a><\/li>\n

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  51. \u201cPassive sliders on fluctuating surfaces: strong-clustering states \u201d A. Nagar, M. Barma and S.N. Majumdar <\/span> Phys. Rev. Lett.\u00a094, 240601 (2005).<\/a><\/li>\n

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  52. \u201cDynamics of the disordered, one-dimensional zero range process \u201d K. Jain and M. Barma<\/span> Phys. Rev. Lett.\u00a091, 135701 (2003).<\/a><\/li>\n

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  53. \u201cAsymptotic distributions of periodically driven stochastic systems \u201d S. Dutta and M. Barma<\/span> Phys. Rev. E \u00a067, 061111 (2003).<\/a><\/li>\n

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  54. \u201cPhase separation driven by a fluctuating two-dimensional self-affine potential field \u201d G. Manoj and M. Barma<\/span> J. Stat. Phys.\u00a0110, 1305 (2003).<\/a><\/li>\n

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  55. \u201cAggregate formation in a system of coagulating and fragmenting particles with mass-dependent diffusion rates \u201d R. Ravindran, D. Das, B. Chakraborty and M. Barma<\/span> Phys. Rev. E \u00a066, 056104 (2002).<\/a><\/li>\n

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  56. \u201cPhase diagram of a two-species lattice model with a linear instability \u201d S. Ramaswamy, M. Barma, D. Das and A. Basu<\/span> Phase Transitions,\u00a075, 363 (2002).<\/a><\/li>\n

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  57. \u201cLocating the minimum: Approach to equilibrium in a disordered, symmetric zero-range process \u201d M. Barma and K. Jain<\/span> Pramana \u2013 J. Phys.\u00a058, 409 (2002).<\/a><\/li>\n

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  58. \u201cFluctuation-dominated phase ordering driven by stochastically evolving surfaces \u201d D. Das, M. Barma and S. Majumdar<\/span> Phys. Rev. E \u00a064, 046126 (2001).<\/a><\/li>\n

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  59. \u201cWeak and strong dynamic scaling in a one-dimensional coupled field model: Effects of kinematic waves \u201d D. Das, A. Basu, M. Barma and S. Ramaswamy<\/span> Phys. Rev. E \u00a064, 021402 (2001). <\/a><\/li>\n

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  60. \u201cPhases of a conserved model of aggregation with fragmentation at fixed sites \u201d K. Jain and M. Barma<\/span> Phys. Rev. E 64, 016107 (2001).<\/a><\/li>\n

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  61. \u201cParticles sliding on a fluctuating surface: phase separation and power laws \u201d D. Das and M. Barma<\/span>Phys. Rev. Lett.\u00a085, 1602 (2000).<\/a><\/li>\n

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  62. \u201cPhase transition in the Takayasu model with desorption \u201d S. N. Majumdar, S. Krishnamurthy and M. Barma<\/span> Phys. Rev. E \u00a061, 6337 (2000).<\/a><\/li>\n

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  63. \u201cNonequilibrium phase transition in a model of diffusion, aggregation and fragmentation \u201d S. N. Majumdar, S. Krishnamurthy and M. Barma<\/span> J. Stat. Phys.\u00a099, 1 (2000).<\/a><\/li>\n

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  64. \u201cSteady states of dynamically coupled two-species systems \u201d M. Barma and S. Ramaswamy<\/span> Turkish J. Phys.\u00a024, 235 (2000).<\/a><\/li>\n

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  65. \u201cStrong phase separation in a model of sedimenting lattices \u201d R. Lahiri, M. Barma and S. Ramaswamy<\/span> Phys. Rev. E \u00a061, 1648 (2000).<\/a><\/li>\n

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  66. \u201cArrested states formed on quenching spin chains with competing interactions and conserved dynamics \u201d D. Das and M. Barma<\/span> Phys. Rev. E \u00a060, 2577 (1999).<\/a><\/li>\n

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  67. \u201cPolytype kinetics and quenching of spin chains with competing interactions using trimer flip dynamics \u201d D. Das and M. Barma<\/span> Physica A\u00a0270, 245 (1999).<\/a><\/li>\n

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  68. \u201cNonequilibrium Phase Transitions in Models of Aggregation, Adsorption and Dissociation \u201d S. N. Majumdar, S. Krishnamurthy and M. Barma<\/span> Phys. Rev. Lett.\u00a081, 3691 (1998).<\/a><\/li>\n

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  69. \u201cDriven lattice gases with quenched disorder: exact results and different macroscopic regimes \u201d G. Tripathy and M. Barma<\/span> Phys. Rev. E \u00a058, 1911 (1998).<\/a><\/li>\n

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  70. \u201cPattern formation in interface depinning and other models: erratically moving spatial structures \u201d S. Krishnamurthy and M. Barma<\/span> Phys. Rev. E \u00a057, 2949 (1998).<\/a><\/li>\n

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  71. \u201cDisordered driven systems \u201d G. Tripathy, S. Krishnamurthy and M. Barma<\/span> Indian Journal of Pure and Applied Physics,\u00a035, 657 (1997).<\/li>\n

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  72. \u201cDeposition and evaporation of $k$-mers: dynamics of a many state system \u201d M. Barma<\/span> Pramana \u2013 J. Phys.\u00a049, 155 (1997). <\/li>\n

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  73. \u201cConservation laws and integrability of a one-dimensional model of diffusing dimers \u201d G. I. Menon, M. Barma and D. Dhar<\/span> J. Stat. Phys.\u00a086, 1237 (1997).<\/a><\/li>\n

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  74. \u201cSteady state and dynamics of driven diffusive systems with quenched disorder \u201d G. Tripathy and M. Barma<\/span> Phys. Rev. Lett.\u00a078, 3039 (1997).<\/a><\/li>\n

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  75. \u201cPairwise balance and invariant measure for generalized exclusion process \u201d G.M. Schutz, R. Ramaswamy and\u00a0M. Barma <\/span> J. Phys. A: Math. Gen.\u00a029, 837 (1996).<\/a><\/li>\n

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  76. \u201cActive-site motion and pattern formation in self-organized interface depinning \u201d S. Krishnamurthy and\u00a0M. Barma <\/span> Phys. Rev. Lett.\u00a076, 423 (1996).<\/a><\/li>\n

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  77. \u201cSlow relaxation in a model with many conservation laws: deposition and evaporation of trimers on a line \u201d M. Barma and D. Dhar <\/span> Phys. Rev. Lett.\u00a073, 2135 (1994).<\/a><\/li>\n

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  78. \u201cScaling of fluctuations in one-dimensional interface and hopping models \u201d P.-M. Binder, M. Paczuski and M. Barma<\/span> Phys. Rev. E \u00a049, 1174 (1994).<\/a><\/li>\n

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  79. \u201cMelts of semiflexible, living polymers: a lattice model \u201d G.I. Menon, R. Pandit and M. Barma <\/span> Europhys. Lett.\u00a024, 253 (1993).<\/li>\n

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  80. \u201cConservation laws for stochastic deposition-evaporation models in one dimension \u201d D. Dhar and M. Barma <\/span> Pramana \u2013 J. Phys.\u00a041, L193 (1993). <\/li>\n

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  81. \u201cCollective dipole oscillations in atomic nuclei and small metal particles \u201d R.S. Bhalerao and M. Barma, <\/span> Pramana \u2013 J. Phys.\u00a040, 311 (1993).<\/a><\/li>\n

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  82. \u201cDiffusive dynamics of deposition-evaporation systems, jamming and broken symmetries in related quantum spin models \u201d R.B. Stinchcombe, M.D. Grynberg and M. Barma <\/span> Phys. Rev. E 47, 4018 (1993).<\/a><\/li>\n

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  83. \u201cJamming and kinetics of deposition-evaporation systems and associated quantum spin models \u201d M. Barma, M.D. Grynberg and R.B. Stinchcombe <\/span> Phys. Rev. Lett.\u00a070, 1033 (1993).<\/a><\/li>\n

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  84. \u201cFluctuations of a nonequilibrium interface \u201d M. Paczuski, M. Barma, S.N. Majumdar and T. Hwa <\/span> Phys. Rev. Lett.\u00a069, 2735 (1992). <\/a><\/li>\n

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  85. \u201cRandom sequential adsorption on a line: mean-field theory of diffusional relaxation \u201d V. Privman and M. Barma <\/span> J. Chem. Phys.\u00a097, 6714 (1992).<\/a><\/li>\n

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  86. \u201cDynamics of field-driven interfaces in the two-dimensional Ising model \u201d M. Barma <\/span> J. Phys. A 25, L693 (1992).<\/a><\/li>\n

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  87. \u201cTwo-tag correlation functions in one-dimensional lattice gases \u201d S.N. Majumdar and M. Barma<\/span> Physica\u00a0A177, 366 (1991).<\/a><\/li>\n

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  88. \u201cTag diffusion in driven systems, growing interfaces and anomalous fluctuations \u201d, S.N. Majumdar and M. Barma <\/span> Phys. Rev.\u00a0B44, 5306 (1991).<\/a><\/li>\n

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  89. \u201cCommensurability effects on the spectra of integrable systems \u201d V. Subrahmanyam and M. Barma <\/span> J. Phys.\u00a0A24, 4303 (1991).<\/a><\/li>\n

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  90. \u201cDistribution of degeneracies in simple quantum systems \u201d M. Barma and V. Subrahmanyam<\/span> Pramana \u2014 J. Phys.\u00a036, 531 (1991).<\/li>\n

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  91. \u201cSize-dependent energy scales in the ideal Fermi gas \u201d V. Subrahmanyam and M. Barma<\/span> Phase Transitions\u00a024\u201326, 419 (1990). <\/a><\/li>\n

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  92. \u201cOptical absorption in small metal particles \u201d M. Barma and V. Subrahmanyam <\/span> J. Phys.: Condensed Matter\u00a01, 7681 (1989)<\/a><\/li>\n

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  93. \u201cFinite size effects in the ideal Fermi gas \u201d V. Subrahmanyam and M. Barma<\/span> J. Phys. A\u00a022, L489 (1989).<\/a><\/li>\n

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  94. \u201cModulated phases in the Falicov-Kimball model \u201d M. Barma and V. Subrahmanyam<\/span> Phase Transitions\u00a016\u201317, 303 (1989).<\/a><\/li>\n

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  95. \u201cLocal symmetry and impossibility of mixed valence in the Falicov-Kimball model \u201d V. Subrahmanyam and M. Barma<\/span> J. Phys.\u00a0C21, L19 (1988)<\/a>.<\/li>\n

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  96. \u201cSize-induced structural phase transitions and hyperfine properties of microcrystaline $Fe_20_3$ \u201d P. Ayyub, M. Multani, M. Barma, V.R. Palkar and R. Vijayaraghavan <\/span> J. Phys.\u00a0C21, 2229 (1988)<\/a>. <\/li>\n

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  97. \u201cThe travelling salesman problem on a randomly diluted lattice \u201d D. Dhar, M. Barma, B.K. Chakrabarti and A. Taraphder<\/span> J. Phys.\u00a0A20, 5289 (1987).<\/a> <\/li>\n

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  98. \u201cTransport in random networks in a field: interacting particles \u201d R. Ramaswamy and M. Barma<\/span> J. Phys.\u00a0A20, 2973 (1987).<\/a> <\/li>\n

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  99. \u201cDistribution of shortest path lengths in percolation on a hierarchical lattice \u201d M. Barma and P. Ray<\/span> Phys. Rev.\u00a0B34, 3403 (1986). <\/a><\/li>\n

    <\/p>\n

  100. \u201cOn backbends on percolation backbones \u201d M. Barma and R. Ramaswamy<\/span> J. Phys.\u00a0A19, L605 (1986).<\/a> <\/li>\n

    <\/p>\n

  101. \u201cEscape times in interacting, biased random walks \u201d M. Barma and R. Ramaswamy <\/span> J. Statistical Physics\u00a043, 561 (1986).<\/a><\/li>\n

    <\/p>\n

  102. \u201cShortest paths in percolation \u201d M. Barma<\/span> J. Phys. A 18, L277 (1985).<\/a><\/li>\n

    <\/p>\n

  103. \u201cBarma and Fisher respond to Baker and Johnson’s comment Universality among scalar spin systems \u201d M.E. Fisher and M. Barma<\/span> Phys. Rev. Lett.\u00a054, 2461 (1985).<\/a><\/li>\n

    <\/p>\n

  104. \u201cTwo-dimensional Ising-like systems: corrections to scaling in the Klauder and double Gaussian models \u201d M. Barma and M.E. Fisher<\/span> Phys. Rev. B 31, 5954 (1985).<\/a> <\/li>\n

    <\/p>\n

  105. \u201cCorrections to scaling and crossover in two-dimensional Ising and scalar spin systems \u201d M. Barma and M.E. Fisher<\/span> Phys. Rev. Lett.\u00a053, 1935 (1984).<\/a><\/li>\n

    <\/p>\n

  106. \u201cRadii of gyration of fully and partially directed lattice animals \u201d V. Privman and M. Barma<\/span> Z. Phys.\u00a0B57, 59 (1984).<\/a><\/li>\n

    <\/p>\n

  107. \u201cField-induced drift and trapping in percolation networks \u201d S.R. White and M. Barma <\/span> J. Phys. A\u00a017, 2995 (1984).<\/a> <\/li>\n

    <\/p>\n

  108. \u201cGaussian smearing of spin weight functions in models of phase transitions \u201d M. Barma<\/span> J. Phys.\u00a0A16, L745 (1983).<\/a><\/li>\n

    <\/p>\n

  109. \u201cConductivity of a two-dimensional random diode-insulator network \u201d B.M. Arora, M. Barma, D. Dhar and M.K. Phani<\/span> J. Phys.\u00a0C16, 2913 (1983)<\/a><\/li>\n

    <\/p>\n

  110. \u201cDirected diffusion in a percolation network \u201d M. Barma and D. Dhar<\/span> J. Phys.\u00a0C16, 1451 (1983)<\/a><\/li>\n

    <\/p>\n

  111. \u201cEnumeration of directed site animals on two-dimensional lattices \u201d D. Dhar, M. K. Phani and M. Barma<\/span> J. Phys.\u00a0A15, L279 (1982).<\/a><\/li>\n

    <\/p>\n

  112. \u201cSpinless model of mixed valence: exact results and perturbation theory \u201d M. Barma<\/span> J. Phys.\u00a0C15, 721 (1982)<\/a><\/li>\n

    <\/p>\n

  113. \u201cDuality transformations for two-dimensional directed percolation and resistance problems \u201d D. Dhar, M. Barma and M.K. Phani<\/span> Phys. Rev. Lett. 47, 1238 (1981).<\/a><\/li>\n

    <\/p>\n

  114. \u201cCritical properties of diluted anisotropic magnets near the percolation threshold \u201d D. Kumar, R.B. Pandey and M. Barma <\/span> Phys. Rev.\u00a0B23, 2269 (1981).<\/a><\/li>\n

    <\/p>\n

  115. \u201cMonte Carlo simulation of directed percolation on a square lattice \u201d D. Dhar and M. Barma<\/span> J. Phys.\u00a0C14, L1 (1981)<\/a>. <\/li>\n

    <\/p>\n

  116. \u201cOn the sign of $\\alpha$ in the percolation problem \u201d M. Barma <\/span> J. Phys.\u00a0C13, L831 (1980)<\/a>.<\/li>\n

    <\/p>\n

  117. \u201cLinear chain of classical Heisenberg spins with three or four spin interactions \u201d M. Barma <\/span> J.Magnetism and Mag. Materials\u00a015-18, 1041 (1980)<\/a>. <\/li>\n

    <\/p>\n

  118. \u201cLong time relaxation in disordered Ising chains \u201d D. Dhar and M. Barma<\/span> J. Appl. Phys.\u00a050, 7407 (1980)<\/a>. <\/li>\n

    <\/p>\n

  119. \u201cEffect of disorder on relaxation in the one dimensional Glauber model \u201d D. Dhar and M. Barma<\/span> J. Stat. Phys.\u00a022, 259 (1980)<\/a>. <\/li>\n

    <\/p>\n

  120. \u201cRenormalization group calculations for the dilute Heisenberg model \u201d M. Barma, D. Kumar and R.B. Pandey<\/span> J.Magnetism and Mag. Materials,\u00a015-18, 245 (1980)<\/a><\/li>\n

    <\/p>\n

  121. Comment on \u201cMigdal renormalization group approach to quantum spin systems \u201d M. Barma, D. Kumar and R.B. Pandey<\/span> J. Phys. C12, L909 (1979)<\/a>.<\/li>\n

    <\/p>\n

  122. \u201cSpecific heat of the random Ising chain \u201d M. Barma and K.C. Sharma<\/span> Solid State Comm.\u00a0 30, 11 (1979)<\/a>. <\/li>\n

    <\/p>\n

  123. \u201cA position space renormalization group approach to the compressible Ising model \u201d M. Barma and D. Kumar<\/span> J.Phys.\u00a0C12, 1331 (1979)<\/a><\/li>\n

    <\/p>\n

  124. \u201cRenormalization group calculations for the dilute Heisenberg magnet \u201d M. Barma, D. Kumar and R.B. Pandey<\/span> J. Phys.\u00a0C12, L283 (1979).<\/a> <\/li>\n

    <\/p>\n

  125. \u201cExcluded volume effects in magnetic polymers \u201d M. Barma <\/span> Phys. Rev.\u00a0B18, 6398 (1978).<\/a><\/li>\n

    <\/p>\n

  126. \u201cValence fluctuations in Samarium compounds \u2014 a theoretical approach \u201d S.D. Mahanti, T.A. Kaplan and M. Barma<\/span> J.Appl. Phys. 49, 2084 (1978). <\/a><\/li>\n

    <\/p>\n

  127. \u201cOrder parameter relaxation in spin glasses \u201d D. Kumar and M. Barma <\/span> Phys.Lett.\u00a067A, 217 (1978).<\/a> <\/li>\n

    <\/p>\n

  128. \u201cClassical equivalents of\u00a01-d quantum mechanical systems \u201d M. Barma and B. S. Shastry<\/span> Phys. Rev.\u00a0B18, 3351 (1978). <\/a><\/li>\n

    <\/p>\n

  129. \u201cd-dimensional Hubbard Model as a (d+1)-dimensional classical problem \u201d M. Barma and B. S. Shastry<\/span> Phys. Lett.\u00a061A, 15 (1977). <\/a><\/li>\n

    <\/p>\n

  130. \u201cComment on compressible spin systems \u201d M. Barma<\/span> Phys. Rev.\u00a0B16, 593 (1977). <\/a><\/li>\n

    <\/p>\n

  131. \u201cPhase changes and configuration mixing in $Sm$ chalcogenides \u201d S.D. Mahanti, T.A. Kaplan and M. Barma <\/span> Phys. Lett. 58A, 43 (1976).<\/a><\/li>\n

    <\/p>\n

  132. \u201cIsostructural phase transitions in solids \u201dM. Barma, T.A. Kaplan and S.D. Mahanti<\/span> Phys. Lett.\u00a057A, 168(1976)<\/a>.<\/li>\n

    <\/p>\n

  133. \u201cElectronic modulation of vibrational frequencies: Effect on the conductivity and thermopower of a narrow Hubbard band \u201d M. Barma<\/span> Phys. Rev.\u00a0B13, 1805 (1976).<\/a><\/li>\n

    <\/p>\n

  134. \u201cPhonon-induced phase transition in a classical Heisenberg chain \u201d M. Barma<\/span> Phys. Rev. B12, 2710 (1975). <\/a><\/li>\n

    <\/p>\n

  135. \u201cExact results for a system of coupled electronic and nuclear spins \u201d M. Barma and T.A. Kaplan<\/span> Phys. Rev. B12, 970 (1975).<\/a><\/li>\n

    <\/a><\/p>\n

  136. \u201cThe role of phonon-modulated transfer integrals in the electrical and magnetic properties of an extended Hubbard model \u201d M. Barma and R.A. Bari <\/span> Phys. Rev. B11, 1352 (1975)<\/a>.<\/li>\n

    <\/p>\n

  137. \u201cExcitations in quadrupolar-coupled systems \u201d M. Barma <\/span> Phys. Rev. B10, 4650 (1974)<\/a>.<\/li>\n

    <\/ol>\n

    <\/p>\n

    Proceedings of International Conferences<\/h4>\n

    <\/p>\n

      <\/p>\n
    1. \u201cDeposition and evaporation of k-mers: dynamics of a many-sector decomposable systems\u201d M. Barma and D. Dhar<\/span> in \u201cStatphys 19\u201d (World Scientific, Singapoe, 1998) p.72. <\/li>\n

      <\/p>\n

    2. \u201cResonances in small Fermi systems\u201d M. Barma and R.S. Bhalerao<\/span>, in \u201cCorrelations in clusters, and related systems\u201d, edited by J.P. Connerade (World Scientific, Singapore, 1996) p.17. <\/li>\n

      <\/p>\n

    3. \u201cDynamics of transverse fluctuations in interfaces\u201d M. Barma in <\/span>\u201cNon Linear Phenomena in Materials Science III\u201d, edited by G. Ananthakrishna, L.P. Kubin and G. Martin (Scitec Publications, Untermuli, 1995) p.19. <\/li>\n

      <\/p>\n

    4. \u201cStochastic dynamics in a deposition-evaporation model on a line\u201d M. Barma and D. Dhar<\/span>, in \u201cModern Quantum Field Theory \u2013 II\u201d, edited by S.R. Das, G. Mandal, S. Mukhi and S.R. Wadia (World Scientific, Singapore 1995) p.123.<\/li>\n

      <\/p>\n

    5. \u201cField-induced transport in random media\u201d M. Barma and R. Ramaswamy <\/span> \u201cNon-Linearity and Breakdown in Soft Condensed Matter\u201d edited by B.K. Chakrabarti, K.K. Bardhan and A. Hansen (Springer, Berlin, 1994) p.309. <\/a> <\/li>\n

      <\/p>\n

    6. \u201cDipole resonance systematics in metal particles and atomic nuclei\u201d M. Barma and R.S. Bhalerao <\/span> \u201c Physics and chemistry of finite systems: from clusters to crystals\u201d Vol. II, edited by P. Jena, S.N. Khanna and B.K. Rao (Kluwer Academic, Boston, 1992), p.881.<\/li>\n

      <\/p>\n

    7. \u201cShape and size dependence of energy level degeneracies\u201d V. Subrahmanyam and M. Barma <\/span> \u201cPhysics and chemistry of finite systems: from clusters to crystals\u201d Vol. I, edited by P. Jena, S.N. Khanna and B.K. Rao (Kluwer Academic, Boston, 1992), p.549. <\/li>\n

      <\/p>\n

    8. \u201cExact results for hybridized, correlated bands in one dimension\u201d M. Barma <\/span> \u201cValence Fluctuations in Solids\u201d, edited by L.M. Falicov, W. Hanke and M.B. Maple, (North Holland, Amsterdam, 1981) p.385. <\/li>\n

      <\/p>\n

    9. \u201cTheoretical approach to the configuration fluctuation in $Sm$ chalcogenides\u201d T.A. Kaplan, S.D. Mahanti and M. Barma <\/span> \u201cHigh pressure and low temperature physics\u201d, edited by C.W. Chu and J.A. Woollam (Plenum Press, New York, 1978), p.141. <\/li>\n

      <\/p>\n

    10. \u201cTheoretical approach to the configuration mixing in $Sm$ chalcogenides\u201d T.A. Kaplan, S.D. Mahanti and M. Barma <\/span> \u201cValence instabilities and related narrow-band phenomena\u201d, edited by R.D. Parks (Plenum Press, New York, 1977), p.153.<\/li>\n

      <\/a><\/p>\n

    11. \u201cVolume collapse in solids\u201d M. Barma, S.D. Mahanti and T.A. Kaplan<\/span> \u201cValence instabilities and related narrow-band phenomena\u201d, edited by R.D. Parks (Plenum Press, New York, 1977), p.431. <\/li>\n

      <\/ol>\n

      <\/p>\n

      Proceedings of National Symposia and Meetings<\/h4>\n

      <\/p>\n

        <\/p>\n
      1. \u201cClustering of advected passive sliders on a fluctuating surface\u201d A. Nagar, M. Barma and S.N. Majumdar<\/span>, National Conference on Nonlinear Systems and Dynamics (Kharagpur), p. 85 (2003). <\/li>\n

        <\/p>\n

      2. \u201cConservation laws and integrability in one-dimensional dimer diffusion\u201d G.I. Menon, M. Barma and D. Dhar<\/span>, Solid State Phys. Symposium (India),\u00a0 38C, 81 (1995). <\/li>\n

        <\/p>\n

      3. \u201cDriven lattice gas with quenched disorder\u201d G. Tripathy and M. Barma<\/span>, Solid State Phys. Symposium (India),\u00a0 38C, 80 (1995). <\/li>\n

        <\/p>\n

      4. \u201cPattern formation in interface depinning\u201d S. Krishnamurthy and M. Barma<\/span>, Solid State Phys. Symposium (India),\u00a038C, 429 (1995). <\/li>\n

        <\/p>\n

      5. \u201cSlow dynamics in a model of deposition and evaporation in one dimension\u201d M. Barma and D. Dhar<\/span>, Solid State Phys. Symposium (India),\u00a0 36C, 489 (1993). <\/li>\n

        <\/p>\n

      6. \u201cSmall metal particles and the ideal Fermi gas\u201d M. Barma<\/span>, Solid State Phys. Symposium (India) (1989).<\/li>\n

        <\/p>\n

      7. \u201cLocal symmetry and mixed valence in the Falicov-Kimball model\u201d V. Subrahmanyam and M. Barma<\/span>, Solid State Phys. Symposium (India)\u00a0 30C, 144 (1987). <\/li>\n

        <\/p>\n

      8. \u201cTransport in percolation\u201d M. Barma<\/span> Solid State Phys. Symposium (India)\u00a0 29A, 148 (1986). <\/li>\n

        <\/p>\n

      9. \u201cShortest paths on a diluted hierarchical lattice\u201d M. Barma and P. Ray,<\/span> Solid State Phys. Symposium (India)\u00a028C, 245 (1985). <\/li>\n

        <\/p>\n

      10. \u201cGeneralizations of Kramers escape time formula\u201d M. Barma and R. Ramaswamy<\/span>, Solid State Phys. Symposium (India)\u00a0 28C, 66 (1985).<\/li>\n

        <\/p>\n

      11. \u201cEffects of interactions on field-induced trapping\u201d M. Barma<\/span>, Solid State Phys. Symposium (India)\u00a0 27C, 111 (1984). <\/li>\n

        <\/p>\n

      12. \u201cDirected diffusion in a one-dimensional bond percolation problem\u201d M. Barma<\/span>, Nucl. Phys. and Solid State Phys. Symposium\u00a0 24C, 81 (1981). <\/li>\n

        <\/p>\n

      13. \u201cRenormalization group study of anisotropic classical spin systems\u201d D. Kumar, R.B. Pandey and M. Barma<\/span>, Nucl. Phys. and Solid State Phys. Symposium (India)\u00a0 24C, 81 (1981). <\/li>\n

        <\/p>\n

      14. \u201cTheoretical models of mixed valence\u201d M. Barma <\/span>\u201cCurrent Trends in Magnetism\u201d p.309, edited by N.S. Satya Murthy and L. Madhav Rao (Indian Physics Association, 1981). <\/li>\n

        <\/p>\n

      15. \u201cPhase transition in a hybridized correlated two-band system in one dimension\u201d M. Barma<\/span>, Nucl. Phys. and Solid State Phys. Symposium(India)\u00a0 23C, 636 (1980).<\/li>\n

        <\/p>\n

      16. \u201cInfinite clusters in quenched $AB$ alloys\u201d M. Barma and J.W. Halley<\/span>,Nucl. Phys. and Solid State Phys. Symposium (India)\u00a0 22C, 493 (1979).<\/li>\n

        <\/p>\n

      17. \u201cCritical properties of the dilute Heisenberg magnet\u201d M. Barma, D. Kumar and R.B. Pandey<\/span>, Nucl. Phys. and Solid State Phys. Symposium (India)\u00a0 21C , 538 (1978). <\/li>\n

        <\/p>\n

      18. \u201cMixed valence: theoretical aspects\u201d M. Barma <\/span>Nucl. Phys. and Solid State Phys. Symposium (India)\u00a0 21A, 123 (1978).<\/li>\n

        <\/a><\/p>\n

      19. \u201cSpin correlation functions in magnetic polymers\u201d M. Barma <\/span>Nucl. Phys. and Solid State Phys. Symposium (India)\u00a0 20C, 452 (1977). <\/li>\n
          <\/p>\n

          Publications in Other Scientific Journals<\/h4>\n

          <\/p>\n

            <\/p>\n
          1. \u201cMichael E. Fisher (1931-2021)\u201d M. Barma, <\/span>Current Science 123, 817 (2022).<\/li>\n

            <\/p>\n

          2. \u201cFluctuations and order\u201d M. Barma, <\/span>Physics News 50 (2), 12 (2020).<\/li>\n

            <\/p>\n

          3. \u201cBosons in magnetism\u201d I. Bose and M. Barma, <\/span>Physics News 49, 69 (2019).<\/li>\n

            <\/p>\n

          4. \u201cStatistical Physics: an evolving landscape\u201d M. Barma, <\/span>Physics Teacher 53, 22 (2011).<\/li>\n

            <\/p>\n

          5. \u201cMy Recollections of Professor B.M. Udgaonkar\u201d<\/a> M. Barma, <\/span>in B.M. Udgaonkar, Eminent Scientist and Educationist, edited by B. Phonde, P.R. Sheth, S. Naik-Satam and A.P. Deshpande(2007).<\/li>\n

            <\/p>\n

          6. Book Review: \u201cOne hundred reasons to be a scientist\u201d by K.R. Sreenivasan (ed.) M. Barma, <\/span>Current Science, 89, 1623 (2005).<\/a><\/li>\n

            <\/p>\n

          7. \u201cIll-condensed matter\u201d M. Barma, <\/span>Physics News (1988).<\/li>\n

            <\/p>\n

          8. \u201cCharge and spin fluctuations in cerium compounds\u201d M. Barma, <\/span>Physics News 12, 82 (1981).<\/li>\n

            <\/p>\n

          9. \u201cA phenomenon called percolation\u201d M. Barma, <\/span>Science Today 15, No. 5, 19 (1981).<\/li>\n

            <\/ol>\n

            <\/p>\n

            Chapters in Books<\/h4>\n

            <\/p>\n

              <\/p>\n
            1. “Fluctuation-dominated Phase Ordering” M. Barma<\/span> in “\u201850 Years of the Renormalization Group” edited by A. Aharony, O. EntinWohlmann, D. Huse and L. Radzihovski (World Scientific, Singapore, 2024)<\/span>. <\/li>\n

              <\/p>\n

            2. “Homi Jehangir Bhabha and the Atomic Energy Programme” M. Barma<\/span> in “Atomic Energy in India: Achievements since Independence” edited by A. K. Tyagi and P. Vasudeva Rao, (Homi Bhabha National Institute, Mumbai, 2022)<\/span>. <\/li>\n

              <\/p>\n

            3. “Deposition-evaporation dynamics: jamming, conservation laws and dynamical diversity” M. Barma<\/span> in “Nonequilibrium Statistical Mechanics in One Dimension”edited by V. Privman (Cambridge University Press, Cambridge, 1997) <\/span>. <\/li>\n

              <\/ol>\n

              <\/ol>\n

              <\/p>\n

              Books and Sections<\/h4>\n

              <\/p>\n

                <\/p>\n
              1. Section on Physics,<\/a> coordinated by M. Barma and D.D. Sarma<\/span>, in \u201cCurrent Trends in Science \u2013 Plantinum Jubilee special\u201d edited by N. Mukunda<\/span>, Indian Academy of Sciences, 2009. <\/li>\n

                <\/p>\n

              2. Special Section on \u201cNonequilibrium Statistical Systems\u201d in Current Science,\u00a0 77<\/span> (3) (1999).<\/li>\n

                <\/a><\/p>\n

              3. \u201cDevelopments in Theoretical Physics Vol. I: TPSC Lectures 1988\u201d edited by S. M. Roy, V. C. Sahni and M. Barma <\/span> Oxford and IBH Publishing Co., New Delhi, 1989 <\/li>\n

                <\/ol>\n

                <\/p>\n

                Popular Articles<\/h4>\n

                <\/p>\n

                  <\/p>\n
                1. \u201cStatistical Physics: an evolving landscape\u201d Physics Teacher<\/span> 53, 22 (2011).<\/li>\n

                  <\/p>\n

                2. \u201cMy Recollections of Professor B.M. Udgaonkar\u201d<\/a> M. Barma<\/span> in B.M. Udgaonkar, Eminent Scientist and Educationist, edited by B. Phonde, P.R. Sheth, S. Naik-Satam and A.P. Deshpande (2007).<\/li>\n

                  <\/p>\n

                3. \u201cIll-condensed matter\u201d M. Barma, Physics News<\/span> (1988). <\/li>\n

                  <\/p>\n

                4. \u201cCharge and spin fluctuations in cerium compounds\u201d M. Barma, Physics News\u00a0<\/span> 12, 82 (1981).<\/li>\n

                  <\/a><\/p>\n

                5. \u201cA phenomenon called percolation\u201d M. Barma, Science Today<\/span>\u00a0 15, No. 5, 19 (1981).<\/li>\n

                  <\/ol>\n

                  <\/p>\n

                  Book Reviews<\/h4>\n

                  <\/p>\n

                    <\/p>\n
                  1. \u201cOne hundred reasons to be a scientist\u201d K.R. Sreenivasan(ed.)<\/span> Current Science, 89, 1623 (2005) <\/a>. <\/li>\n

                    <\/ol>\n

                    <\/pee>[\/et_pb_code][\/et_pb_column][\/et_pb_row][\/et_pb_section]<\/p>\n","protected":false},"excerpt":{"rendered":"","protected":false},"author":1,"featured_media":0,"parent":0,"menu_order":0,"comment_status":"closed","ping_status":"closed","template":"","meta":{"_et_pb_use_builder":"on","_et_pb_old_content":"","_et_gb_content_width":"","footnotes":""},"class_list":["post-35","page","type-page","status-publish","hentry"],"_links":{"self":[{"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=\/wp\/v2\/pages\/35","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=\/wp\/v2\/pages"}],"about":[{"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=\/wp\/v2\/types\/page"}],"author":[{"embeddable":true,"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=35"}],"version-history":[{"count":12,"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=\/wp\/v2\/pages\/35\/revisions"}],"predecessor-version":[{"id":151,"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=\/wp\/v2\/pages\/35\/revisions\/151"}],"wp:attachment":[{"href":"https:\/\/www.tifrh.res.in\/~barma\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=35"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}