Skip navigation

상단메뉴

글로벌메뉴

좌측메뉴

학술행사

검색

논문

tab menu

  • View
  • All
  • 수학부
  • 물리학부
  • 계산과학부
  • Center for Advanced Computation

Seminar View

Seminar
TITLE Equivalence of (Quasi-)Norms on a Vector-Valued Function Space and its Applications to Multilinear Operators
KIAS AUTHORS Park, Bae Jun
JOURNAL INDIANA UNIVERSITY MATHEMATICS JOURNAL, 2021
ARCHIVE  
ABSTRACT In this paper we present (quasi-)norm equivalence on a vector-valued function space L-A(p)(l(q)) and extend the equivalence to p = infinity and 0 < q < infinity in the scale of Triebel-Lizorkin space, motivated by Frazier-Jawerth [12]. By applying the results, we improve the multilinear Hormander multiplier theorem of Tomita [36], that of Grafakos-Si [21], and the boundedness results for bilinear pseudo differential operators, given by Koezuka-Tomita [24].
  • before page
  • list
  • next page
Seminar List

keyword

fiel&date

~