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    <h2>Membership</h2>
    
    a.1: one
    a.2: two
    a.02: Oh two


    <h2>Calling blocks</h2>
    
    Block: 
  Hello world


    <h2>Tagged pubs</h2>
    
  


    <h2>Random tests</h2>
    
      
    
      
    
      
	A fractional kinetic process describing the intermediate time behaviour of cellular flows<br>
      
    
      
    
      
    
      
	Anomalous diffusion  in fast cellular flows at intermediate time scales<br>
      
    
      
    
      
    
      
    
      
    
      
    
      
    
      
	From homogenization to averaging in cellular flows<br>
      
    
      
    
      
	Exit times for diffusions with incompressible drift<br>
      
    
      
	The regularizing effects of resetting in a particle system for the Burgers' equation<br>
      
    
      
    
      
    
      
    
      
    
      
    
      
    
      
    
      
    

    
      <b>Grouper: ['G. Gie', 'C. Henderson', 'G. Iyer', 'L. Kavalie', 'J. P. Whitehead']</b><br>
	
	  Stability of vortex solutions to an extended Navier-Stokes system<br>
	
    
      <b>Grouper: ['G. Iyer']</b><br>
	
	  A stochastic Lagrangian proof of global existence of the Navier-Stokes equations for flows with small Reynolds number<br>
	
	  A stochastic Lagrangian formulation of the incompressible Navier-Stokes and related transport equation<br>
	
	  A Stochastic perturbation of inviscid flows<br>
	
	  Transport in viscous rotating fluids<br>
	
    
      <b>Grouper: ['G. Iyer', 'A. Kiselev', 'X. Xu']</b><br>
	
	  Lower bounds on the mix norm of passive scalars advected by incompressible enstrophy-constrained flows<br>
	
    
      <b>Grouper: ['G. Iyer', 'A. Novikov']</b><br>
	
	  Anomalous diffusion  in fast cellular flows at intermediate time scales<br>
	
	  The regularizing effects of resetting in a particle system for the Burgers' equation<br>
	
    
      <b>Grouper: ['G. Iyer', 'A. Novikov', 'L. Ryzhik', 'A. Zlatos']</b><br>
	
	  Exit times for diffusions with incompressible drift<br>
	
    
      <b>Grouper: ['G. Iyer', 'D. Spirn']</b><br>
	
	  A model for vortex nucleation in the Ginzburg-Landau equations<br>
	
    
      <b>Grouper: ['G. Iyer', 'J. C. Mattingly']</b><br>
	
	  A stochastic-Lagrangian particle system for the Navier-Stokes equations<br>
	
    
      <b>Grouper: ['G. Iyer', 'K. C. Zygalakis']</b><br>
	
	  Numerical studies of homogenization under a fast cellular flow<br>
	
    
      <b>Grouper: ['G. Iyer', 'N. Leger', 'R. L. Pego']</b><br>
	
	  Coagulation and universal scaling limits for critical Galton-Watson processes<br>
	
	  Limit theorems for Smoluchowski dynamics associated with critical continuous-state branching processes<br>
	
    
      <b>Grouper: ['G. Iyer', 'R. L. Pego', 'A. D. Zarnescu']</b><br>
	
	  Coercivity and stability results for an extended Navier-Stokes system<br>
	
    
      <b>Grouper: ['G. Iyer', 'T. Komorowski', 'A. Novikov', 'L. Ryzhik']</b><br>
	
	  From homogenization to averaging in cellular flows<br>
	
    
      <b>Grouper: ['G. Iyer', 'X. Xu', 'A. D. Zarnescu']</b><br>
	
	  Dynamic Cubic Instability in a 2D Q-tensor Model for Liquid Crystals<br>
	
    
      <b>Grouper: ['J. Ballew', 'G. Iyer', 'R. L. Pego']</b><br>
	
	  Bose-Einstein condensation in a Hyperbolic model for the Kompaneets Equation<br>
	
    
      <b>Grouper: ['M. Hairer', 'G. Iyer', 'L. Koralov', 'A. Novikov', 'Z. Pajor-Gyulai']</b><br>
	
	  A fractional kinetic process describing the intermediate time behaviour of cellular flows<br>
	
    
      <b>Grouper: ['M. Ignatova', 'G. Iyer', 'J. P. Kelliher', 'R. L. Pego', 'A. D. Zarnescu']</b><br>
	
	  Global existence for two extended Navier-Stokes systems<br>
	
    
      <b>Grouper: ['P. Constantin', 'G. Iyer']</b><br>
	
	  A stochastic-Lagrangian approach to the Navier-Stokes equations in domains with boundary<br>
	
	  Stochastic Lagrangian transport and generalized relative entropies<br>
	
	  A stochastic Lagrangian representation of the $3$-dimensional incompressible Navier-Stokes equations<br>
	
    
      <b>Grouper: ['P. Constantin', 'G. Iyer', 'J. Wu']</b><br>
	
	  Global regularity for a modified critical dissipative quasi-geostrophic equation<br>
	
    

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	    <span class='text-nowrap'>&copy; Gautam Iyer 2015&ndash;2017.</span>
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    gautam@math.cmu.edu.</span>
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