Orbital stability of harmonic waves in the Klein–Gordon equation against localized pertubations (bibtex)

by Bukieda, Emile, Garénaux, Louis and de Rijk, Björn

Reference:

Orbital stability of harmonic waves in the Klein–Gordon equation against localized pertubations (Bukieda, Emile, Garénaux, Louis and de Rijk, Björn), In J. Math. Phys., volume 67, 2026.

Bibtex Entry:

@article {10.1063/5.0331730,
    AUTHOR = {Bukieda, Emile and Gar\'{e}naux, Louis and 
              de Rijk, Bj\"{o}rn},
     TITLE = {Orbital stability of harmonic waves in the
              {K}lein--{G}ordon equation against localized 
              pertubations},
   JOURNAL = {J. Math. Phys.},
  FJOURNAL = {Journal of Mathematical Physics},
    VOLUME = {67},
      YEAR = {2026},
     MONTH = {oct},
    NUMBER = {10},
     PAGES = {Paper No. 101502},
      ISSN = {0022-2488},
       DOI = {10.1063/5.0331730},
       URL = {https://doi.org/10.1063/5.0331730},
     PPURL = {https://www.waves.kit.edu/downloads/CRC1173_Preprint_2025-23.pdf},
  FILESURL = {https://www.waves.kit.edu/downloads/CRC1173_Preprint_2025-23_Codes.zip},
}