IVSOLVE
is a powerful initial value problem solver based on implicit RADAU5, BDF and ADAMS adaptive algorithms and is suitable for stiff nonlinear problems.
IVSOLVE
solves both ordinary (ODE) and differential-algebraic (DAE) systems of equations, including implicit systems with coupled time derivatives.
BVSOLVE
is a powerful boundary value problem solver based on the COLDAE collocation method with adaptive mesh refinement which is suitable for stiff nonlinear problems.
BVSOLVE
solves both ordinary (ODE) and differential-algebraic (DAE) systems of equations, and supports both end points and interior boundary conditions locations.