On multivariable plancherel-pólya inequality and truncation error upper bounds in irregular sampling

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  • who: Tibor K. Pogu00e1ny from the Faculty of Maritime Studies, University of Rijeka, Rijeka, Croatia have published the Article: On multivariable Plancherel-Pu00f3lya inequality and truncation error upper bounds in irregular sampling, in the Journal: (JOURNAL) of 01/Dec/2022
  • what: The authors implement in the irregularly sampled signal reconstruction procedure Yen`s model I , in which only finite number measured/discretized signal values migrate from their theoretically assumed positions, combined with the time-shifted interpolation procedure , when the migrated samples nodes are contained in a finite interval around the reconstruction time x=(x1,..., xd . . .

     

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