'Independent vectors' diaporamas de présentation

FEC / Erasure Codes techniques and applications

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Tenth ECMWF Workshop on Meteorological Operational Systems

Tenth ECMWF Workshop on Meteorological Operational Systems. WCMWF, Shinfield Park, Reading, Berks., United Kingdom 14-18 November 2005 Summarized By Yuejian Zhu Environmental Modeling Center NOAA/NWS/NCEP. Main Sessions.

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BASIS

BASIS. A vector space containing infinitely many vectors can be efficiently described by listing a set of vectors that SPAN the space. eg: describe the solutions to:. reduces to. A vector space containing infinitely many vectors can be

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Space Time Tracking ECCV 2002

Space Time Tracking ECCV 2002. Lorenzo Torresani Christoph Bregler. Outline . Problem Background Structure from Motion Matrix Decomposition Non-Rigid Motion Estimation Non-Rigid Shapes Estimation Results. Problem.

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5.4 Existence of Bases

5.4 Existence of Bases. Goal in this section. We have so far been able to find bases if they exist, but here, we will establish the conditions which must hold in order for a finite basis to exist. Theorem 1.

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6.4 Finite Dimensional Spaces

6.4 Finite Dimensional Spaces. Goal in this section. We have so far been able to find bases if they exist, but here, we will establish the conditions which must hold in order for a finite basis to exist. Theorem 1.

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Spaces

Spaces. Various Spaces. Linear vector space: scalars and vectors Affine space adds points Euclidean spaces add distance. Scalars. Scalar field: ordinary (integer, real, complex, etc.) numbers and the operations on them -

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4.5: The Dimension of a Vector Space

4.5: The Dimension of a Vector Space. Theorem 9 If a vector space V has a basis , then any set in V containing more than n vectors must be linearly dependent. Theorem 10

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