The geometry of $L(^3l_{\infty}^2)$ and optimal constants in the Bohnenblust-Hill inequality for multilinear forms and polynomials

Kim Sung Guen

The geometry of $L(^3l_{\infty}^2)$ and optimal constants in the Bohnenblust-Hill inequality for multilinear forms and polynomials

Department of Mathematics

Research output: Contribution to journal › Article › peer-review

Original language	English
Journal	Extracta Mathematicae
State	Published - 2018

Cite this

@article{f4cc7262728d44158ae8adcbd2f085c0,

title = "The geometry of \$L(\textasciicircum{}3l\_\{\textbackslash{}infty\}\textasciicircum{}2)\$ and optimal constants in the Bohnenblust-Hill inequality for multilinear forms and polynomials",

author = "\{Sung Guen\}, Kim",

year = "2018",

language = "English",

journal = "Extracta Mathematicae",

issn = "2605-5686",

publisher = "Instituto de Matematicas de la Universidad de Extremadura (IMUEX)",

}