Corrigendum to: A variational $\boldsymbol{H}({\rm div})$ finite-element discretization approach for perfect incompressible fluids
Corrigendum to: A variational $\boldsymbol{H}({\rm div})$ finite-element discretization approach for perfect incompressible fluids
复制标题
勘误：完美不可压缩流体的变分$oldsymbol{H}({ m div})$有限元离散方法
DOI：
10.1093/imanum/drx075
复制
发表时间：
2017
影响因子：
2.1
通讯作者：
C. Cotter
中科院分区：
文献类型：
--
作者：
A. Natale;C. Cotter
第 21 页||已更正为：||| $[{\sf X}^ h_ {\bf u},{\sf X}^ h_ {\bf c}]={\mathrm {ad}} _ {{\sf X}^ h_ {\bf u}}{\sf X}^ h_ {\bf c}=-{\frac {{\mathrm {d}}}{{\mathrm {d}} t}}\bigg| _ {t= 0}{\frac {{\mathrm {d}}}{{\mathrm {d}} s}}\bigg| _ {s= 0}(g_t^ h)^{-1} q_s^ h g_t^ h={\frac {{\mathrm {d}}}{{\mathrm {d}} t}}\bigg| _ {t= 0}(g^ h_t)^{-1}{\sf X}^ h_ {\bf c} g_t^ h。 $|
on page 21|| was corrected to:||| $[{\sf X}^ h_ {\bf u},{\sf X}^ h_ {\bf c}]={\mathrm {ad}} _ {{\sf X}^ h_ {\bf u}}{\sf X}^ h_ {\bf c}=-{\frac {{\mathrm {d}}}{{\mathrm {d}} t}}\bigg| _ {t= 0}{\frac {{\mathrm {d}}}{{\mathrm {d}} s}}\bigg| _ {s= 0}(g_t^ h)^{-1} q_s^ h g_t^ h={\frac {{\mathrm {d}}}{{\mathrm {d}} t}}\bigg| _ {t= 0}(g^ h_t)^{-1}{\sf X}^ h_ {\bf c} g_t^ h. $|