Identification of optical think film systems with the method of phase reconstruction (English)
- New search for: Ramlau, R.
- New search for: Ramlau, R.
In:
INVERSE PROBLEMS
;
12
, 1
;
77-88
;
1996
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ISSN:
- Article (Journal) / Print
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Title:Identification of optical think film systems with the method of phase reconstruction
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Contributors:Ramlau, R. ( author )
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Published in:INVERSE PROBLEMS ; 12, 1 ; 77-88
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Publisher:
- New search for: IOP PUBLISHING LTD
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Publication date:1996-01-01
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Size:12 pages
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ISSN:
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Type of media:Article (Journal)
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Type of material:Print
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Language:English
- New search for: 530
- Further information on Dewey Decimal Classification
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Classification:
DDC: 530 -
Source:
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Table of contents – Volume 12, Issue 1
The tables of contents are generated automatically and are based on the data records of the individual contributions available in the index of the TIB portal. The display of the Tables of Contents may therefore be incomplete.
- 1
-
Recover of discontinuities in a non-homogeneous mediumAktosun, T. et al. | 1996
- 1
-
Recovery of discontinuities in a non-homogeneous mediumTuncay Aktosun / Martin Klaus / Cornelis van der Mee et al. | 1996
- 27
-
Existence of approximate controls for a semilinear Laplace equationO Bodart et al. | 1996
- 35
-
Non-negative differentially constrained entropy-like regularizationGerhard Landl / Robert S Anderssen et al. | 1996
- 55
-
The motion integrals for the KdV equation and related inverse problemsMikhail Novitskii et al. | 1996
- 77
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Identification of optical thin film systems with the method of phase reconstructionRonny Ramlau et al. | 1996
- 77
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Identification of optical think film systems with the method of phase reconstructionRamlau, R. et al. | 1996
- 89
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Soliton solutions for some equations in the (1 + 2)-dimensional hyperbolic su( N) AKNS systemZixiang Zhou et al. | 1996
- 89
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Solition solutions for some equations in the (1 + 2)-dimensional hyperbolic su (N) AKNS systemZhou, Z. et al. | 1996
- 111
-
Inverse problems newsletter| 1996
- L1
-
Nonlinear integrable systems via general local matrix -problemV S Shchesnovich et al. | 1996
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Nonlinear integrable systems via general local N x N matrix d-problemShchesnovich, V.S. et al. | 1996
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Nonlinear integrable systems via general local N x N matrix -problemShchesnovich, V. S. et al. | 1996