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Titlebook: Mathematical Morphology and Its Applications to Signal and Image Processing; 14th International S Bernhard Burgeth,Andreas Kleefeld,Benjami

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Deise Santana Maia,Jean Cousty,Laurent Najman,Benjamin Perrety scholars such as Hu Shi and Yin Shun or other scattered research and translations that appeared before the 1980s, a dozen or more studies were published on the mainland during the 1980s and 1990s and some in Taiwan thereafter. In addition to works of scholarly research, major progress has also bee
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Deise Santana Maia,Jean Cousty,Laurent Najman,Benjamin PerretequalityThis book provides new contributions to the theory of inequalities for integral and sum, and includes four chapters. In the first chapter, linear inequalities via interpolation polynomials and green functions are discussed. New results related to Popoviciu type linear inequalities via extens
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Alexandre Morimitsu,Wonder Alexandre Luz Alves,Dennis José da Silva,Charles Ferreira Gobber,Ronaldo ualities via interpolation polynomials and green functions are discussed. New results related to Popoviciu type linear inequalities via extension of the Montgomery identity, the Taylor formula, Abel-Gontscharoff‘s interpolation polynomials, Hermite interpolation polynomials and the Fink identity wit
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Dennis José da Silva,Wonder Alexandre Luz Alves,Alexandre Morimitsu,Charles Ferreira Gobber,Ronaldo wer rivalry of the United States and the Soviet Union in the forty-year period following the mid-1940s. Representations of conservative anti-Communism, in particular, have been linked with the “liberation” and “roll-back” campaigns waged during the cold war and with the domestic countersubversive ef
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wer rivalry of the United States and the Soviet Union in the forty-year period following the mid-1940s. Representations of conservative anti-Communism, in particular, have been linked with the “liberation” and “roll-back” campaigns waged during the cold war and with the domestic countersubversive ef
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Tropical Geometry, Mathematical Morphology and Weighted Latticesn ideas and algebraic structure, generalize and extend both of them using weighted lattices and a max-. algebra with an arbitrary binary operation . that distributes over max, and outline applications to geometry, image analysis, and optimization. Further, we outline the optimal solution of max-. eq
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Hierarchical Laplacian and Its Spectrum in Ultrametric Image Processing is applied for edge detection and contrast enhancement. This paper deals with the definition of the Laplacian operator on ultrametric spaces as well as its spectral representation in terms of the corresponding eigenfunctions and eigenvalues. The theory reviewed here provides the computational frame
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A Link Between the Multiplicative and Additive Functional Asplund’s Metricsarithmic Image Processing (LIP) framework. Two metrics were defined, namely the LIP-multiplicative Asplund’s metric which is robust to variations of object thickness (or opacity) and the LIP-additive Asplund’s metric which is robust to variations of camera exposure-time (or light intensity). Maps of
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