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object --+ | Function
F: R^n --> R^m
Note: The function func needs to act on arrays, not numbers. Thus, in the case where n=1, define the function as acting on a 1 dimensional array, i.e. reference x[0] NOT x. This is so numjac works without having to test cases (most generality).
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x.__init__(...) initializes x; see x.__class__.__doc__ for signature
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Computes second derivative using 2nd order centered finite difference scheme. MAKE MORE EFFICIENT IN FUTURE (i.e. when an index is in both ind1 and ind2) Thus, for F: R^n ---> R^m, H is an (m,n1,n2) matrix, where n1, n2 are subsets of [1,...,n] |
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