Treffer 1 - 8 von 8 für Suche 'Roque, Marian P.', Suchdauer: 0,01s Treffer weiter einschränken
  1. 1

    An introduction to second order partial differential equations classical and variational solutions von Cioranescu, Doina, Donato, Patrizia, Roque, Marian P.

    Veröffentlicht 2018
    Buch

    An introduction to second order partial differential equations classical and variational solutions
  2. 2

    On the solvability of a quasilinear parabolic problem with Neumann boundary condition von Aala, Mylen L.

    Veröffentlicht in Science Diliman (2016)
    Artikel

    On the solvability of a quasilinear parabolic problem with Neumann boundary condition
  3. 3

    On the Homogenization and Correctors of a Quasilinear Elliptic Problem in a Two-Component Domain with an Imperfect Interface von Borja, Genesis John G.

    Veröffentlicht 2015
    Abschlussarbeit

    On the Homogenization and Correctors of a Quasilinear Elliptic Problem in a Two-Component Domain with an Imperfect Interface
  4. 4

    Admissible perturbations of differential expressions with exponentially decaying coefficients preserving the nullities von Collera, Juancho A., Roque, Marian P.

    Veröffentlicht 2013
    Volltext
    Analytics

    Admissible perturbations of differential expressions with exponentially decaying coefficients preserving the nullities
  5. 5

    Introduction to classical and variational partial differential equations von Cioranescu, Doina

    Veröffentlicht 2012
    Buch

    Introduction to classical and variational partial differential equations
  6. 6

    Introduction to classical and variational partial differential equations von Cioranescu, Doina

    Veröffentlicht 2012
    Buch

    Introduction to classical and variational partial differential equations
  7. 7

    Spectral properties of differential expressions with exponentially and logarithmically growing coefficients von Roque, Marian P.

    Abschlussarbeit

    Spectral properties of differential expressions with exponentially and logarithmically growing coefficients
  8. 8

    On the riemannian and almost complex geometry of the sphere Sn von Leyson, Dennis T.

    Abschlussarbeit

    On the riemannian and almost complex geometry of the sphere Sn

Suchwerkzeuge: