Chalmers–Metcalf Operator and Uniqueness of Minimal Projections in ℓ n ∞ and ℓ n 1 Spaces-Reference-Cited by-同舟云学术

Chalmers–Metcalf Operator and Uniqueness of Minimal Projections in ℓ n ∞ and ℓ n 1 Spaces

Published:2011-10-20 Issue: Volume: Page:331-344
ISSN:2190-5614
Container-title:Springer Proceedings in Mathematics
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Author:

Skrzypek Lesław

Publisher

Springer New York

Link

http://link.springer.com/content/pdf/10.1007/978-1-4614-0772-0_21.pdf

Reference12 articles.

1. J. Blatter and E. W. Cheney, Minimal projections on hyperplanes in sequence spaces, Ann. Mat. Pura Appl. (4) 101 (1974), pp. 215–227. MR0358179 (50 #10644)

2. B. L. Chalmers and F. T. Metcalf, The determination of minimal projections and extensions in L 1, Trans. Amer. Math. Soc. 329 (1992), pp. 289–305. MR1034660 (92e:41017)

3. B. L. Chalmers and F. T. Metcalf, A characterization and equations for minimal projections and extensions, J. Operator Theory 32 (1994), pp. 31–46. MR1332442 (96c:46014)

4. E. W. Cheney and K. H. Price, Minimal projections in Approximation Theory (Proc. Sympos., Lancaster, 1969), Academic Press, London 1970, pp. 261–289. MR0265842 (42 #751)

5. E. W. Cheney and C. Franchetti, Minimal projections of finite rank in sequence spaces in Fourier analysis and approximation theory (Proc. Colloq., Budapest, 1976), Vol. I, North-Holland, Amsterdam 1978, pp. 241–253. MR540303 (84b:46010)

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1. Minimal Versus Orthogonal Projections onto Hyperplanes in $$\ell _1^{n}$$ ℓ 1 n and $$\ell _{\infty }^{n}$$ ℓ ∞ n;Springer Proceedings in Mathematics & Statistics;2014