Residual dynamic mode decomposition: robust and verified koopmanism

HIGHLIGHTS

• who: J. Fluid Mech. et al. from the Arxivof Applied Mathematics and Theoretical Physics, University of Cambridge, Cambridge , WA, UK have published the research: Residual dynamic mode decomposition: robust and verified Koopmanism, in the Preprint: Arxiv
• what: The authors implement ResDMD and demonstrate its application in various situations at varying Reynolds numbers from both numerical and experimental data. Instead, the authors aim to recover the spectral properties of K from measured trajectory data. The authors demonstrate this for two choices of dictionary: kernelised extended dynamic mode decomposition (kEDMD) (Williams, Rowley and amp; Kevrekidis 2015b) and_ . . .
  

   

  

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