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10 (mass-operator)=
14 …eak form on a Hilbert space $V^p \subset H^1$, i.e., find $u \in V^p$ such that for all $v \in V^p$
18 $$ (eq-general-weak-form)
26 Following the standard finite/spectral element approach, we formally expand all functions in terms …
33 $$ (eq-nodal-values)
36 Inserting the expressions {eq}`eq-nodal-values` into {eq}`eq-general-weak-form`, we obtain the inne…
40 $$ (eq-inner-prods)
42 Here, we have introduced the mass matrix, $M$, and the right-hand side, $\bm b$,
50 (laplace-operator)=
54 …lace's operator used in BP3-BP6 is defined via the following variational formulation, i.e., find $…
66 After substituting the same formulations provided in {eq}`eq-nodal-values`, we obtain