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1995, ISBN 0521550637, xi, 210
Computer vision is a rapidly growing field which aims to make computers 'see' as effectively as humans. In this book Dr Shapiro presents a new computer vision... 
Data processing | Mathematical models | Image processing | Geometry, Affine
Book
Journal Article
Astronomy and Astrophysics, ISSN 0004-6361, 05/2016, Volume 589, p. A54
Context. Data processing constitutes a critical component of high-contrast exoplanet imaging. Its role is almost as important as the choice of a coronagraph or... 
techniques: high angular resolution | methods: data analysis | planetary systems | planets and satellites: detection | techniques: image processing | POINT-SPREAD FUNCTION | STATISTICS | DISKS | ASTRONOMY & ASTROPHYSICS | BETA-PICTORIS | Algorithms | Noise | Imaging | Projection | Principal components analysis | Decomposition | Subspaces | Standards
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Journal Article
2014, ISBN 9783319018560, Volume 240, 11
Reference
IEEE Transactions on Information Theory, ISSN 0018-9448, 01/2010, Volume 56, Issue 1, pp. 555 - 563
Let Z/(p e ) be the integer residue ring with odd prime p and integer e ¿ 2. Any sequence a over Z/(p e ) has a unique p-adic expansion a = a 0 + a 1 · p + ···... 
Information science | linear recurring sequence | Image coding | Laboratories | Information security | integer residue ring | compressing map | primitive sequence | Polynomials | Mathematics | s -uniformity | Galois fields | Mathematical functions | Data compression | Information processing | Integers | Residues | Compressing | Uniqueness | Information theory
Journal Article
Nonlinear Analysis, ISSN 0362-546X, 05/2016, Volume 137, pp. 213 - 221
We consider a minimization problem of a functional in the space , where and is a bounded open set of . We prove the compactness, in the space , under... 
Compactness | Minimizing sequences | MATHEMATICS | MATHEMATICS, APPLIED | CONVERGENCE | Minimization | Nonlinearity | Hypotheses | Optimization | Images | Convergence
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