Reference
- Walter , G. G. and Shen , X. 2003 . Sampling with prolate spheroidal wave functions . Journal of Sampling Theory in Signal and Image Processing, , 2 ( 1 ) : 25 – 52 .
- Flammer , C. 1957 . Spheroidal Wave Functions , Stanford, CA : Stanford University Press .
- Morse , P. M. and Feshbach , H. 1953 . Methods of Theoretical Physics , New York : McGraw-Hill .
- Komarov , I. V. , Ponomarev , L. I. and Slavyanov , S. Yu. 1976 . Spheroidal and Coulomb Spheroidal Functions , Moscow : Nauka . [in Russian]
- Slepian , D. and Pollak , H. O. 1961 . Prolate spheroidal wave functions, Fourier analysis and uncertainty–I . Bell Systems Technical Journal , 40 : 43 – 63 .
- Walter , G. G. and Shen , X. 2004 . Wavelets based on prolate spheroidal wave functions . Journal of Fourier Analysis and Applications , 10 ( 1 ) : 1 – 26 .
- Xiao , H. , Rokhlin , V. and Yarvin , N. 2001 . Prolate spheroidal wave functions, quadrature and interpolation . Inverse Problems , 17 : 805 – 838 .
- Thomson , D. J. 1982 . Spectrum estimation and harmonic analysis . Proceedings of IEEE , 70 ( 9 ) : 1055 – 1096 .
- Mandelshtam , V. A. 2001 . FDM: the filter diagonalization method for data processing in NMR experiments . Progress in Nuclear Magnetic Resonance Spectroscopy, , 38 : 159 – 196 .
- Levitina , T. and Brändas , E. J. 2003 . Multitaper techniques and filter diagonalization methods—a comparison . International Journal of Theoretical Physics , 42 ( 10 ) : 2531 – 2544 .
- Levitina , T. and Brändas , E. J. 2006 . Filter diagonalization with finite Fourier transform eigenfunctions . Journal of Mathematical Chemistry, , 40 ( 1 ) : 43 – 47 .
- Levitina , T. and Brändas , E. J. Filter Diagonalization and Sampling with Prolates (in preparation) .
- Levitina , T. and Brändas , E. J. 2001 . Computational techniques for prolate spheroidal wave functions in signal processing . Journal of Computational Methods in Science & Engineering , 1 ( 1 ) : 287 – 313 .