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On 11/06/12 11:05, Marie E. Rognes wrote:
However, one comment: do we really have any underlying continuous
representation of, say, 'u' over the time interval (0, T)? As far as
I understand, what we've got is a set/sequence of {u_k} and a set of
times {t_i}. Any integration will be some form of guess of what these
u_k corresponds to, right? I guess what I'm asking is how you can
deduce an integral from a sequence of fields which are decoupled from
the original (time-dependent) pde.
That's where you need some notion of what basis function is used in space. If you have the values of the function at certain times, and want to integrate it, you need to have some expansion of it. So I'm not sure that this work is so decoupled from DOLFIN's spacetime work .. Patrick
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