KerMor  0.9
Model order reduction for nonlinear dynamical systems and nonlinear approximation
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Changes in Version 0.8

Separate GIT repos

Class solvers.MLode15i
(Daniel Wirtz, 2013-10-24) Providing a default sparse identity matrix as dydxp-jacobian (i.e. matrix M and M-sparsity pattern). This yields a major increase in performance when providing f-Jacobian information. This is due to a ode15i sparse Miter matrix, which is dense if odenumjac is used to compute the dydxp value/pattern).