A new formula for the $L^p$ norm

Type: Preprint

Publication Date: 2021-02-18

Citations: 0

Locations

  • arXiv (Cornell University) - View

Similar Works

Action Title Year Authors
+ A new formula for the $L^p$ norm 2021 Qingsong Gu
Po-Lam Yung
+ PDF Chat A new formula for the L norm 2021 Qingsong Gu
Poā€Lam Yung
+ (A) weighted $L^2$-norm inequality for semi-classical weights = ģ¤€ź³ ģ „ ź°€ģ¤‘ķ•Øģˆ˜ė„¼ ķ¬ķ•Øķ•œ $L^2$-ė…øė¦„ģ— ź“€ķ•œ ė¶€ė“±ģ‹ 1996 Kwang-Seok Kim
ź¹€ź“‘ģ„
+ Families of functionals representing Sobolev norms 2021 HaıĢˆm Brezis
Andreas Seeger
Jean Van Schaftingen
Poā€Lam Yung
+ PDF Chat A note on the norm in the spaces $L\sb{\infty }\,(S,\,\mu )$ 1969 Ivan Singer
+ Operators in $$L_p$$ 2018 Vladimir Kadets
+ PDF Chat A note on the theory of s-normed spaces of Ļ†-integrable functions 1961 W. Matuszewska
W. Orlicz
+ Dunkl--Williams inequality for operators \\ associated with $p$-angular distance 2010 Farzad Dadipour
Masaaki Fujii
Mohammad Sal Moslehian
+ On $L_p$-Brunn-Minkowski type and $L_p$-isoperimetric type inequalities for general measures 2020 Michael Roysdon
Sudan Xing
+ PDF Chat On $L_p$-Brunn-Minkowski type and $L_p$-isoperimetric type inequalities for general measures 2020 Michael Roysdon
Sudan Xing
+ PDF Chat A new characterization of Triebel-Lizorkin spaces on $\mathbb{R}^n$ 2012 Da Yang
Wenping Yuan
Yuan Zhou
+ Weighted L p -Norm Inequalities in Convolutions 2000 Saburou Saitoh
+ MARKOFF-TYPE INEQUALITIES IN WEIGHTED L 2 -NORMS 2004 Ioan Popa
+ AN OPERATOR VERSION OF DUNKL-WILLIAMS INEQUALITY 2009 Mohammad Sal Moslehian
Farzad Dadipour
+ Stein-Weiss inequality in $L^{1}$ norm for vector fields 2020 Pablo De NƔpoli
Tiago Picon
+ Stein-Weiss inequality in $L^{1}$ norm for vector fields 2020 Pablo De NƔpoli
Tiago Picon
+ A surprising formula for Sobolev norms and related topics 2020 HaıĢˆm Brezis
Jean Van Schaftingen
Poā€Lam Yung
+ PDF Chat Hardy-Littlewood-Sobolev inequality for $p=1$ 2022 Dmitriy Stolyarov
+ Duality for outer $L^{p,\infty}$ spaces 2023 Marco Fraccaroli
+ Extremal Functions for an Improved Trudinger-Moser Inequality Involving $L^p$-Norm in $\mathbb{R}^n$ 2023 Yang Luo
Xiaomeng Li Xiaomeng Li

Works That Cite This (0)

Action Title Year Authors