Mar 31, 2020 · We consider quasi-polynomial spaces of differential forms defined as weighted (with a positive weight) spaces of differential forms with polynomial ...

We consider quasi-polynomial spaces of differential forms defined as weighted (with a positive weight) spaces of differential forms with polynomial ...

It is shown that the unisolvent set of functionals for quasi-polynomial spaces on a simplex in any spatial dimension is the same as the set of such ...

Mar 31, 2020 · Our results show unisolvence for the quasi-polynomial (weighted) spaces used in simplex-averaged finite element (SAFE) discretization [27] for ...

On the unisolvence for the quasi-polynomial spaces of differential forms. 微分形式の準多項式空間に対する一解法について【JST・京大機械翻訳】. Publisher site ...

A main step in proving error estimates is showing unisolvence for the quasi-polynomial spaces of differential forms defined as weighted spaces of differential ...

2021. On the unisolvence for the quasi-polynomial spaces of differential forms. S Wu, LT Zikatanov. arXiv preprint arXiv:2003.14278, 2020. 4, 2020. ระบบไม่สามารถ ...

Apr 17, 2023 · A main step in proving error estimates is showing unisolvence for the quasi-polynomial spaces of differential forms defined as weighted spaces ...

On the unisolvence for the quasi-polynomial spaces of differential forms. S Wu, LT Zikatanov. arXiv preprint arXiv:2003.14278, 2020. 4, 2020. The system can't ...

Jul 10, 2015 · We also provide a general way to deduce unisolvent degrees of freedom from overdetermining ones, in such a way that the associated interpolator ...