|AMMCS-2013 Venue: Wilfrid Laurier
University Campus in Waterloo, Canada
Minisymposium (ID: SS-NMDAEA)
Numerical methods for differential-algebraic equations and applications
Andreas Griewank (Humbold University, Germany), Ned Nedialkov
(McMaster University, Canada), and John Pryce (Cardiff University, UK)
Many physical systems are naturally described by systems of
differential-algebraic equations (DAEs). This minisymposium is
devoted to recent developments in methods and software for DAEs.
Topics include index determination, symbolic-numeric techniques,
numerical integration schemes, and in particular schemes for
high-index DAEs; schemes for structural analysis and integration using
automatic differentiation. Methods for validated solution of ordinary
differential equations by differential inequalities/inclusions are of
interest, and especially extension of such methods to handle DAEs.