1. PhD defense presentation - Multiscale Modeling Using Goal-oriented Adaptivity and Numerical Homogenization

  2. Dissertation - Multiscale Modeling Using Goal-oriented Adaptivity and Numerical Homogenization

  3. Verification of Homogenization and Sparse Algorithms for Pseudoinverse

  4. Optimal Element Sizes for Local Homogenization

  5. Algorithms for Moore-Penrose Pseudoinverse

  6. Fast Algorithms for Finite Dimensional Sigma Algebra

  7. Wavelets and Homogenization

  8. Dimensional Reduction for a Lattice-like Mass-spring Polymer Model Using hp-adaptivity

  9. Derivation of Continuum Strain Energy Density of a Polymer Lattice With Central Pair Potentials

  10. Dimensional Reduction for Molecular Statics Problems Using hp-adaptivity

  11. A Goal-Oriented hp-adaptive Dimensional Reduction Method for One-Dimensional Network of Linear Springs