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Titlebook: Combinatorial Image Analysis; 11th International W Ralf Reulke,Ulrich Eckardt,Konrad Polthier Conference proceedings 2006 Springer-Verlag B

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楼主: 阿谀奉承
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Skin Diseases in Primary Immunodeficiencies,se description of the discontinuities turns to be the key ingredient that makes the resulting procedure optimally fast and exact. A complete description of the incremental rotation process is provided, also this result may be useful in the specification of a consistent set of definitions for discrete geometry.
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Incremental and Transitive Discrete Rotationsse description of the discontinuities turns to be the key ingredient that makes the resulting procedure optimally fast and exact. A complete description of the incremental rotation process is provided, also this result may be useful in the specification of a consistent set of definitions for discrete geometry.
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Skin Cancer in the Immunocompromisedards the sub-pixel information available in grayvalue and color images. We extend the planar map formalism to sub-pixel accuracy and introduce various algorithms to create such a map, thereby demonstrating significant gains over the existing approaches.
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Robert A. Norman DO, MPH,Zachary Henrystruction algorithm based on the proposed recognition method completes this paper. This algorithm computes a polygonal line so that its standard digitization is equal to the discrete curve. These two methods are based on the definition of a new generalized preimage and the framework is the discrete analytical geometry.
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A New Sub-pixel Map for Image Analysisards the sub-pixel information available in grayvalue and color images. We extend the planar map formalism to sub-pixel accuracy and introduce various algorithms to create such a map, thereby demonstrating significant gains over the existing approaches.
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Linear Discrete Line Recognition and Reconstruction Based on a Generalized Preimagestruction algorithm based on the proposed recognition method completes this paper. This algorithm computes a polygonal line so that its standard digitization is equal to the discrete curve. These two methods are based on the definition of a new generalized preimage and the framework is the discrete analytical geometry.
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