Higher dimensional generalization of the Benjamin-Ono equation: 2D case Article

Riano, Oscar, Roudenko, Svetlana, Yang, Kai. (2022). Higher dimensional generalization of the Benjamin-Ono equation: 2D case . STUDIES IN APPLIED MATHEMATICS, 148(2), 498-542. 10.1111/sapm.12448

Open Access

cited authors

  • Riano, Oscar; Roudenko, Svetlana; Yang, Kai

authors

publication date

  • February 1, 2022

published in

keywords

  • BLOW-UP
  • CAUCHY-PROBLEM
  • EVOLUTION-EQUATIONS
  • GLOBAL WELL-POSEDNESS
  • INSTABILITY
  • INTERNAL WAVES
  • ITERATION METHOD
  • Mathematics
  • Mathematics, Applied
  • Physical Sciences
  • SINGULARITY
  • SOLITARY WAVES
  • Science & Technology
  • TRANSFORMATION
  • Wiener functions
  • blow-up
  • fractional KdV
  • global existence
  • higher dimensional Benjamin-Ono equation
  • radiation
  • rational basis functions
  • solitary waves
  • soliton interaction

Digital Object Identifier (DOI)

publisher

  • WILEY

start page

  • 498

end page

  • 542

volume

  • 148

issue

  • 2