A general approach to classification problems. - Gilbert G. Walter (Inf. Sci., 1983)

A Public Key Analog Cryptosystem. - George I. Davida; Gilbert G. Walter (EUROCRYPT, 1987)

General sampling theorems for functions in reproducing kernel Hilbert spaces. - M. Zuhair Nashed; Gilbert G. Walter (Math. Control. Signals Syst., 1991)

A sampling theorem for wavelet subspaces. - Gilbert G. Walter (IEEE Trans. Inf. Theory, 1992)

20 Sampling theorems and wavelets. - Gilbert G. Walter (Signal Processing and its Applications, 1993)

Wavelets based on band-limited processes with a K-L type property. - Gilbert G. Walter; Jun Zhang 006 (Visual Information Processing, 1993)

Wavelet neural networks for function learning. - Jun Zhang 006; Gilbert G. Walter; Y. Miao; Wan Ngai Wayne Lee (IEEE Trans. Signal Process., 1995)

Orthonormal wavelets with simple closed-form expressions. - Gilbert G. Walter; Jun Zhang 006 (IEEE Trans. Signal Process., 1998)

Non-uniform sampling in wavelet subspaces. - Gilbert G. Walter (ICASSP, 1999)

Positive hybrid sampling in wavelet subspaces. - Gilbert G. Walter (ICASSP, 2000)

Recovery of digitized signals using Slepian functions. - Gilbert G. Walter; Xiaoping Shen (ICASSP (6), 2003)

Object representation and recognition in shape spaces. - Jun Zhang 006; X. Zhang; Hamid Krim; Gilbert G. Walter (Pattern Recognit., 2003)

A sampling expansion for nonbandlimited signals in chromatic derivatives. - Gilbert G. Walter; Xiaoping Shen (IEEE Trans. Signal Process., 2005)

A Note on Orthogonality of The Finite Element Multiwavelets. - Xiaoping Shen; Haibo He; Gilbert G. Walter (CSC, 2007)

Gibbs' phenomenon in higher dimensions. - Hong Tae Shim; Hans Volkmer; Gilbert G. Walter (J. Approx. Theory, 2007)