Implementation The Krylov Subspace Method (Niesen and Wright, 2012, pp. 4-6) is a more advanced method than the Explicit Euler Method. It tries to approximate $\varphi_p (A)x$ which lives in $\mathbb ...
To approximate a differential equation dy/dt = f(t,y) starting at y(t0)=y0 and using time step timestep: Implement the DifferentialEquation interface using a lambda expression in the Main class: ...
Abstract: Sufficient conditions for the existence and convergence to zero of numeric approximations to solutions of asymptotically stable homogeneous systems are obtained for the explicit and implicit ...
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