Bulbul Chakraborty is the Enid and Nate Ancell Professor of Physics at Brandeis University.  Her research focuses on theory of soft condensed matter. She obtained her doctorate from Stony Brook University with a thesis on Superconductivity.   Her early work focused on strongly correlated electronic systems, including High Tc Superconductors.  Her recent research has focused on developing a statistical mechanics framework for granular media and other disordered systems that are non-thermal.  She is a fellow of the American Association for the Advancement of Science and the American Physical Society.

• Statistical and Non-linear Physics: IntroductionComplex Systems and Emergent PhenomenaPolymer PhysicsChaotic Dynamics in Nonequilibrium Statistical MechanicsMonte Carlo Simulations in Statistical PhysicsNonlinear Fluid Flow, Pattern Formation, Mixing, and TurbulenceFluid Dynamics in CloudsCollective Transport and DepinningDisordered Elastic MediaPhysics of Jerky Motion in Slowly Driven Magnetic and Earthquake Fault SystemsFlexible mechanical structures and their topologically protected deformationsA Statistical Mechanics Perspective on Glasses and AgingStress Localization in Soft Particulate GelsNonlinear Mechanics of Colloidal Gels: Creep, Fatigue, and Shear-Induced YieldingStatistical physics of the yielding transitionGranular FlowsStatistical Mechanics of CloggingJamming of Granular MatterRigidity Percolation and Frictional JammingCell Biology: Networks , Regulation and PathwaysFluctuation Theorems, Brownian Motors and Thermodynamics of Small SystemsNeuronal DynamicsDense Active MatterUltracold Atomic Gases: Novel States of MatterQuantum ChaosNetworks: Structure and DynamicsCentralities in complex networksOptimization Problems and Algorithms from Computer ScienceStatistical Mechanics Approach to Econophysics

Bulbul Chakraborty is the Enid and Nate Ancell Professor of Physics at Brandeis University.  Her research focuses on theory of soft condensed matter. She obtained her doctorate from Stony Brook University with a thesis on Superconductivity.   Her early work focused on strongly correlated electronic systems, including High Tc Superconductors.  Her recent research has focused on developing a statistical mechanics framework for granular media and other disordered systems that are non-thermal.  She is a fellow of the American Association for the Advancement of Science and the American Physical Society.

• Statistical and Non-linear Physics: IntroductionComplex Systems and Emergent PhenomenaPolymer PhysicsChaotic Dynamics in Nonequilibrium Statistical MechanicsMonte Carlo Simulations in Statistical PhysicsNonlinear Fluid Flow, Pattern Formation, Mixing, and TurbulenceFluid Dynamics in CloudsCollective Transport and DepinningDisordered Elastic MediaPhysics of Jerky Motion in Slowly Driven Magnetic and Earthquake Fault SystemsFlexible mechanical structures and their topologically protected deformationsA Statistical Mechanics Perspective on Glasses and AgingStress Localization in Soft Particulate GelsNonlinear Mechanics of Colloidal Gels: Creep, Fatigue, and Shear-Induced YieldingStatistical physics of the yielding transitionGranular FlowsStatistical Mechanics of CloggingJamming of Granular MatterRigidity Percolation and Frictional JammingCell Biology: Networks , Regulation and PathwaysFluctuation Theorems, Brownian Motors and Thermodynamics of Small SystemsNeuronal DynamicsDense Active MatterUltracold Atomic Gases: Novel States of MatterQuantum ChaosNetworks: Structure and DynamicsCentralities in complex networksOptimization Problems and Algorithms from Computer ScienceStatistical Mechanics Approach to Econophysics