160 research outputs found

    Vector lattices

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    The first of two results is a 1-1-correspondence between isomorphism classes of finite-dimensional vector lattices and finite rooted unlabelled trees. Thus the problem of counting isomorphism classes of finite-dimensional vector lattices reduces to the well-known combinatorial problem of counting these trees. The correspondence is used to identify the class of congruence lattices of finite-dimensional vector lattices as the class of finite dual relative Stone algebras, in partial answer to a question posed by Birkhoff. The next result constructs the lattice of congruences of a finite-dimensional vector lattice, via an algorithm, using the geometry of the positive cone

    Growth Height Determination of Tree Walls for Precise Monitoring in Apple Fruit Production Using UAV Photogrammetry

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    In apple cultivation, spatial information about phenotypic characteristics of tree walls would be beneficial for precise orchard management. Unmanned aerial vehicles (UAVs) can collect 3D structural information of ground surface objects at high resolution in a cost-effective and versatile way by using photogrammetry. The aim of this study is to delineate tree wall height information in an apple orchard applying a low-altitude flight pattern specifically designed for UAVs. This flight pattern implies small distances between the camera sensor and the tree walls when the camera is positioned in an oblique view toward the trees. In this way, it is assured that the depicted tree crown wall area will be largely covered with a larger ground sampling distance than that recorded from a nadir perspective, especially regarding the lower crown sections. Overlapping oblique view images were used to estimate 3D point cloud models by applying structure-from-motion (SfM) methods to calculate tree wall heights from them. The resulting height models were compared with ground-based light detection and ranging (LiDAR) data as reference. It was shown that the tree wall profiles from the UAV point clouds were strongly correlated with the LiDAR point clouds of two years (2018: R2 = 0.83; 2019: R2 = 0.88). However, underestimation of tree wall heights was detected with mean deviations of −0.11 m and −0.18 m for 2018 and 2019, respectively. This is attributed to the weaknesses of the UAV point clouds in resolving the very fine shoots of apple trees. Therefore, the shown approach is suitable for precise orchard management, but it underestimated vertical tree wall expanses, and widened tree gaps need to be accounted for.BMEL, 2814903915, Verbundprojekt: Entwicklung einer flugrobotergestützten Expertenplattform für einen präzisen Pflanzenschutz im Erwerbsobstbau (Corona-PRO) - Teilprojekt

    Marx’s Theory of Revolutionary Change

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    G. A. Cohen’s pathbreaking book, Karl Marx‘s Theory of History: A Defence (1978), prompted extensive reconsideration of historical materialism. This effort recast ongoing debates about Marx‘s theory of history by defending the view that historical materialism embodies a set of substantive claims as appropriately subject to analytical scrutiny as those of any other viable theory. Specifically, Cohen advances one central substantive claim that summarizes his reading of the “Preface” to A Contribution to the Critique of Political Economy. “History is, fundamentally, the growth of productive power, and forms of society rise and fall according as they enable or impede that growth.” This premise affirms that the same set of factors that explain changes societies undergo within a given historical epoch also explain transitions between historical epochs. The theoretical account of intraepochal historical development suffices equally to cover interepochal, revolutionary change. In this paper we reject this premise and argue that even on the most plausible reconstruction of Marx’s theory of history—a reconstruction that employs, among other things, a careful ownership-based criterion of historical epochs and the use of functional explanations—Marx’s theory of history cannot explain social revolutions

    New frog

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    6 p. : ill. ; 24 cm.Includes 1 bibliographical reference (p. 6)
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