Titlebook: Mathematical Morphology and Its Applications to Image and Signal Processing; Petros Maragos,Ronald W. Schafer,Muhammad Akmal Bu Book 1996

倒轉(zhuǎn)

合并

P. Salembier,A. Oliverasld War.Analyses the ‘third way‘ post-war initiatives which fThis edited collection presents new research on how the Great War and its aftermath shaped political thought in the interwar period across Europe. Assessing the major players of the war as well as more peripheral cases, the contributors cha

enormous

Fedde K. Potjertors to oppose large-scale projects associated with “national development” that do not satisfy local development needs. This can be seen as a conflict between two different visions of development, one based on local resources and sustainable development of ., the other based on nonlocal capital and

拔出

蘑菇

Spinal-Fusion

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核心

Metric Convexity in the Context of Mathematical Morphologyhe very notion of Euclidean convexity and to go into a nonconvex domain. After a brief discussion on the basic properties of metric convexity it is indicated how its application in mathematical morphology can give rise to a number of mathematically interesting results and computationally efficient a

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Lattice Operators Underlying Dynamic Systemsincreasing operators on complete lattices and some topologies used for the study of continuity properties of lattice operators. We apply these notions to several operators induced by differential equation or differential inclusion. We focus especially on the operators associating with any closed sub