SimultaneousL 1 approximation of a compact set of real-valued functions

Author:

Carroll M. P.

Publisher

Springer Science and Business Media LLC

Subject

Applied Mathematics,Computational Mathematics

Reference5 articles.

1. Diaz, J. B., McLaughlin, H. W.: Simultaneous Chebychev approximation of a set of bounded complex-valued functions. J. Approx. Theory2, 419?432 (1969).

2. Dunham, C. B.: Simultaneous Chebychev approximation of functions on an intervall. Proc. Amer. Math. Soc.18, 427?477 (1967).

3. M.R.C. Technical Summary Report;M. Golomb,1959

4. M.R.C. Technical Summary Report;P. J. Laurent,1970

5. Remes, E.: Sur la determination des polynomes d'approximation de degré donne. Comm. Soc. Math. Kharkof, (4),10, 41?63 (1934).

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1. Necessary conditions for Pareto optimality in simultaneous Chebyshev best approximation;Journal of Approximation Theory;1979-10

2. On simultaneous Chebyshev approximation;Journal of Approximation Theory;1979-09

3. Simultaneous approximation of a set;Journal of Approximation Theory;1977-10

4. Global approximation with bounded coefficients;Journal of Approximation Theory;1976-02

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