Ting Lin

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20212023

C^{r}

Conforming Finite Element Spaces in Any Dimension

3 citations · 5 across the 5 of their papers we have counts for

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2 papers · 1 filter

math.NA2021

A Novel Randomized XR-Based Preconditioned CholeskyQR Algorithm

Yuwei Fan, Yixiao Guo, Ting Lin

CholeskyQR is a simple and fast QR decomposition via Cholesky decomposition, while it has been considered highly sensitive to the condition number. In this paper, we provide a rand…

math.NA2021★ 3 cited

A Construction of $C^{r}$ Conforming Finite Element Spaces in Any Dimension

Jun Hu, Ting Lin, Qingyu Wu

This paper proposes a construction of $C^{r}$ conforming finite element spaces with arbitrary $r$ in any dimension. It is shown that if $k \geq 2^{d} r + 1$ the space $P_{k}$ of p…

A Novel Randomized XR-Based Preconditioned CholeskyQR Algorithm

A Construction of Cr Conforming Finite Element Spaces in Any Dimension

A Construction of $C^{r}$ Conforming Finite Element Spaces in Any Dimension