University of Texas at Austin

Email: michael.novack AT austin.utexas.edu

Home-page: https://sites.google.com/view/mnovack

Available papers (10):

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• M. Novack - I. Topaloglu - R. Venkatraman (J. Funct. Anal.)
  Least Wasserstein distance between disjoint shapes with perimeter regularization (2023)
• F. Maggi - M. Novack (Preprint)
  Isoperimetric residues and a mesoscale flatness criterion for hypersurfaces with bounded mean curvature (2022)
• M. Novack - X. Yan (Calculus of Variations and Partial Differential Equations)
  Nonlinear approximation of 3D smectic liquid crystals: sharp lower bound and compactness (2022)
• M. Novack - X. Yan (Nonlinear Analysis)
  A smectic liquid crystal model in the periodic setting (2022)
• D. Golovaty - M. Novack - P. Sternberg (Journal of Differential Equations)
  A one-dimensional variational problem for cholesteric liquid crystals with disparate elastic constants (2021)
• M. Novack - X. Yan (Journal of Nonlinear Science)
  Compactness and sharp lower bound for a 2D smectics model (2021)
• D. Golovaty - M. Novack - P. Sternberg (European Journal of Applied Mathematics)
  A novel Landau-de Gennes model with quartic elastic terms (2020)
• D. Golovaty - Y. K. Kim - O. Lavrentovich - M. Novack - P. Sternberg (Mathematical Modelling of Natural Phenomena)
  Phase transitions in nematics: textures with tactoids and disclinations (2020)
• D. Golovaty - M. Novack - P. Sternberg - R. Venkatraman (Archive for Rational Mechanics and Analysis)
  A model problem for nematic-isotropic phase transitions with highly disparate elastic constants (2020)
• M. Novack (SIAM Journal on Mathematical Analysis)
  Dimension reduction for the Landau-de Gennes model: the vanishing nematic correlation length limit (2018)