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Results: 1-10 |
Results: 10
BOUNDS FOR THE TERMS IN A HARMONIC POLYNOMIAL EXPANSION
Authors: ALDRED MP ARMITAGE DH
Citation: Mp. Aldred et Dh. Armitage, BOUNDS FOR THE TERMS IN A HARMONIC POLYNOMIAL EXPANSION, Mathematical proceedings of the Cambridge Philosophical Society, 123, 1998, pp. 325-327
BEST ONE-SIDED L-1-APPROXIMATION BY HARMONIC-FUNCTIONS
Authors: ARMITAGE DH GARDINER SJ HAUSSMANN W ROGGE L
Citation: Dh. Armitage et al., BEST ONE-SIDED L-1-APPROXIMATION BY HARMONIC-FUNCTIONS, Manuscripta mathematica, 96(2), 1998, pp. 181-194
HARMONIC ANALOGS OF MACLANE,G.R. UNIVERSAL FUNCTIONS
Authors: ALDRED MP ARMITAGE DH
Citation: Mp. Aldred et Dh. Armitage, HARMONIC ANALOGS OF MACLANE,G.R. UNIVERSAL FUNCTIONS, Journal of the London Mathematical Society, 57, 1998, pp. 148-156
HARMONIC ANALOGS OF MACLANE,G.R. UNIVERSAL FUNCTIONS, II
Authors: ALDRED MP ARMITAGE DH
Citation: Mp. Aldred et Dh. Armitage, HARMONIC ANALOGS OF MACLANE,G.R. UNIVERSAL FUNCTIONS, II, Journal of mathematical analysis and applications, 220(1), 1998, pp. 382-395
CHARACTERIZATION OF BEST HARMONIC AND SUPERHARMONIC L(1)-APPROXIMANTS
Authors: ARMITAGE DH GARDINER SJ HAUSSMANN W ROGGE L
Citation: Dh. Armitage et al., CHARACTERIZATION OF BEST HARMONIC AND SUPERHARMONIC L(1)-APPROXIMANTS, Journal fur die Reine und Angewandte Mathematik, 478, 1996, pp. 1-15
THE CONVERGENCE OF POLYNOMIAL-EXPANSIONS OF POSITIVE HARMONIC-FUNCTIONS
Authors: ARMITAGE DH
Citation: Dh. Armitage, THE CONVERGENCE OF POLYNOMIAL-EXPANSIONS OF POSITIVE HARMONIC-FUNCTIONS, Mathematical proceedings of the Cambridge Philosophical Society, 117, 1995, pp. 165-174
ON SOLUTIONS OF ELLIPTIC-EQUATIONS THAT DECAY RAPIDLY ON PATHS
Authors: ARMITAGE DH
Citation: Dh. Armitage, ON SOLUTIONS OF ELLIPTIC-EQUATIONS THAT DECAY RAPIDLY ON PATHS, Proceedings of the American Mathematical Society, 123(8), 1995, pp. 2421-2422
TANGENTIAL HARMONIC APPROXIMATION ON RELATIVELY CLOSED-SETS
Authors: ARMITAGE DH GOLDSTEIN M
Citation: Dh. Armitage et M. Goldstein, TANGENTIAL HARMONIC APPROXIMATION ON RELATIVELY CLOSED-SETS, Proceedings of the London Mathematical Society, 68, 1994, pp. 112-126
A NONCONSTANT CONTINUOUS FUNCTION ON THE PLANE WHOSE INTEGRAL ON EVERY LINE IS ZERO
Authors: ARMITAGE DH
Citation: Dh. Armitage, A NONCONSTANT CONTINUOUS FUNCTION ON THE PLANE WHOSE INTEGRAL ON EVERY LINE IS ZERO, The American mathematical monthly, 101(9), 1994, pp. 892-894
SEPARATION OF POINTS BY CLASSES OF HARMONIC-FUNCTIONS
Authors: ARMITAGE DH GARDINER SJ NETUKA I
Citation: Dh. Armitage et al., SEPARATION OF POINTS BY CLASSES OF HARMONIC-FUNCTIONS, Mathematical proceedings of the Cambridge Philosophical Society, 113, 1993, pp. 561-571
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