The inverse problem of the Schrödinger equation in the plane

Verfügbarkeit:
nur noch 3 lieferbar
Artikelnummer:
631568
  • Produktbeschreibung

    The inverse problem of the Schrödinger equation in the plane

    This licentiate thesis presents Bukhgeim's result of 2008, which gives uniqueness for the inverse problem of the Schrödinger equation in the two-dimensional case. He proved that the boundary data given by an arbitrary potential in a plane domain determines that potential uniquely. After a brief historical review on related inverse problems the author starts to explain Bukhgeim's proof. The big picture is elegant. Given two potentials which give the same boundary data there is a weighted orthogonality relation for the solutions of the two Schrödinger equations. This weight is the difference of the potentials, from which stationary phase techniques give information. This is made possible by using Bukhgeim's new kinds of oscillating solutions. There is a point in the reasoning that is difficult to understand unless one assumes some differentiability for the potentials. This thesis tries to clarify that point.
  • Zusatzinformation

    Autor
    Bindung
    Taschenbuch
    Verlag
    LAP Lambert Academic Publishing
    ISBN / EAN
    9783845402857
  • Sie könnten auch an folgenden Produkten interessiert sein

    Art.Nr. 1028277

    Reiß:Praxisbuch IT-Dokumentation

    46,30
    Art.Nr. 1479181

    Ramirez Molina:Diseño de una arquitectu

    71,00
    Art.Nr. 1459513

    Seibert,J.:Anwend.v.Semantic-Web Techn.

    50,40
  • 0 Kundenmeinungen

    Schreiben Sie selbst eine Rezension

    Ihre Meinung interessiert uns – und hilft anderen Kunden bei der Auswahl.