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  • Higher derivative corrections to charged fluids in 2n dimensions 
    BANERJEE, NABAMITA; Dutta, Suvankar; Jain, Akash (Springer Nature, 2015-05)
    We study anomalous charged fluid in 2n-dimensions (n ≥ 2) up to sub-leading derivative order. Only the effect of gauge anomaly is important at this order. Using the Euclidean partition function formalism, we find the ...
  • Equilibrium partition function for nonrelativistic fluids 
    BANERJEE, NABAMITA; Dutta, Suvankar; Jain, Akash (American Physical Society, 2015-10)
    We construct an equilibrium partition function for a nonrelativistic fluid and use it to constrain the dynamics of the system. The construction is based on light cone reduction, which is known to reduce the Poincaré symmetry ...
  • Null fluids: A new viewpoint of Galilean fluids 
    BANERJEE, NABAMITA; Dutta, Suvankar; Jain, Akash (American Physical Society, 2016-05)
    In this article, we study a Galilean fluid with a conserved U ( 1 ) current up to anomalies. We construct a relativistic system, which we call a null fluid and show that it is in one-to-one correspondence with a Galilean ...
  • First order Galilean superfluid dynamics 
    BANERJEE, NABAMITA; Dutta, Suvankar; Jain, Akash (American Physical Society, 2017-09)
    We study dynamics of an (anomalous) Galilean superfluid up to first order in derivative expansion, both in parity-even and parity-odd sectors. We construct a relativistic system—null superfluid, which is a null fluid ...

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