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Original Articles

Finite lagrange and cauchy sampling expansions associated with regular difference equationsFootnote

Pages 551-569 | Received 15 Oct 1997, Published online: 29 Mar 2007

Keep up to date with the latest research on this topic with citation updates for this article.

Read on this site (4)

Dong Cheng, Kit Ian Kou, Yonghui Xia & Junfeng Xu. (2023) Sampling expansions associated with quaternion difference equations. Linear and Multilinear Algebra 71:13, pages 2180-2203.
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M. Z. Abd-Alla, M. H. Annaby, H. A. Hassan & H. A. Ayad. (2018) Difference operators, Green's matrix, sampling theory and applications in signal processing. Journal of Difference Equations and Applications 24:8, pages 1318-1345.
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M. H. Annaby & R. M. Asharabi. (2017) Multiband sampling theorems for Mittag-Leffler transforms bandlimited on rays. Integral Transforms and Special Functions 28:10, pages 732-750.
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A. G. García & M. A. Hernández-medina. (2000) Sampling theorems and difference sturm—liouville problems. Journal of Difference Equations and Applications 6:6, pages 695-717.
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Articles from other publishers (8)

H. A. Hassan. (2021) Multidimensional sampling theorems for multivariate discrete transforms. Advances in Difference Equations 2021:1.
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M.A. Annaby & H.A. Hassan. (2018) Trigonometric sums by Hermite interpolations. Applied Mathematics and Computation 330, pages 213-224.
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Fredrick Oluoch Nyamwala. (2015) Absolutely continuous spectrum of fourth order difference equations. Mathematische Nachrichten 288:8-9, pages 1009-1027.
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M.H. Annaby & R.M. Asharabi. (2011) Exact evaluations of finite trigonometric sums by sampling theorems. Acta Mathematica Scientia 31:2, pages 408-418.
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M.H. Annaby, H.A. Hassan & O.H. El-Haddad. (2009) Perturbed Discrete Sturm-Liouville Problems and Associated Sampling Theorems. Rocky Mountain Journal of Mathematics 39:6.
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Luis O. Silva & Julio H. Toloza. (2008) Bounded rank-one perturbations in sampling theory. Journal of Mathematical Analysis and Applications 345:2, pages 661-669.
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H.A. Hassan. (2008) New trigonometric sums by sampling theorem. Journal of Mathematical Analysis and Applications 339:2, pages 811-827.
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M. H. Abu-Risha, M. H. Annaby & R. M. Asharabi. (2003) Spectral and Sampling Theorems in ℓ2(α,b;ω)⊕Cr. Sampling Theory in Signal and Image Processing 2:2, pages 145-163.
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