A NOTE ON DIFFERENTIAL OPERATORS ON FINITE ABELIAN GROUPS

Author:

Stanković Radomir S.

Publisher

Informa UK Limited

Subject

Artificial Intelligence,Information Systems,Software

Reference28 articles.

1. J. E. Gibbs . Walsh Functions as Solutions of a Logical Differential Equation . National Physical Laboratory , Teddington , England , D ES Report, No. 1 , 1969 .

2. J. E. Gibbs . Sine waves and Walsh waves in physics . Proc. Symp and Workshop on Walsh Functions , pp. 260 – 274 , NTIS AD 707 431 , 1970 .

3. J. E. Gibbs and B. Ireland . Some Generalizations of the Logical Derivative . National Physical Laboratory , Teddington , England , DES Report, No. 8 , 1971 .

4. J. E. Gibbs , B. Ireland , and J. E. Marshall . A generalization of the Gibbs differentiator . Proc. Symp. on Theory and Application of Walsh and other Non-Sinusoidal Functions , June 28 and 29 , 1973 , Hatfield , England .

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1. Efficient Computation of Gibbs Derivatives on Finite Abelian Groups;Dyadic Walsh Analysis from 1924 Onwards Walsh-Gibbs-Butzer Dyadic Differentiation in Science Volume 2 Extensions and Generalizations;2015

2. Remarks on the development and recent results in the theory of Gibbs derivatives;Facta universitatis - series: Electronics and Energetics;2008

3. Gibbs derivatives;Numerical Functional Analysis and Optimization;1994-01

4. Fast algorithms for calculation of Gibbs derivatives on finite groups;Approximation Theory and its Applications;1991-06

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