On 26 November Motsartova defends her PhD thesis 'Boundedness and monotonicity properties in numerical initial value problems' at the Radboud Universiteit Nijmegen.
Op 26 november promoveert zij aan de Radboud Universiteit Nijmegen op het proefschrift 'Boundedness and monotonicity properties in numerical initial value problems'.
Alte rezultate
In the theory of differential equations, Lipschitz continuity is the central condition of the Picard-Lindelöf theorem which guarantees the existence and uniqueness of the solution to an initial value problem.
In de theorie van de differentiaalvergelijkingen, is lipschitz-continuïteit de centrale voorwaarde voor de stelling van Picard-Lindelöf.
In Chapter 3, initial-boundary value problems for a beam equation on a semi-infinite interval and on a finite interval have been studied.
The initial value must be between the minimum and maximum.
De eerste waarde moet liggen tussen de minimum en maximum.
Therefore the change correlates negatively with the initial value.
De verandering correleert dus negatief met de uitgangswaarde.
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