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Titlebook: Magnetisches Verhalten von γ-Fe-Ni-Cr-Legierungen; Das komplexe magneti Helmut Alexander,Alfred. A. Raible Book 1975 Springer Fachmedien Wi

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erent biological tissues are different in shape. Therefore, the instance segmentation network trained in the existing dataset may not be suitable for detecting new sections, and the cost of making the new dataset is high. Therefore, this paper proposes an active learning algorithm for biological tis
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On Acyclicity of Games with Cycles,that may contain cycles. We obtain criteria of restricted improvement acyclicity (ri-acyclicity) in two cases: for . = 2 and for acyclic digraphs. We provide several examples that outline the limits of these criteria and show that, essentially, there are no other ri-acyclic cases. We also discuss co
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On the Effect of Area Ruling on Transonic Abrupt Wing Stall,he pre and post-stall regime are presented, and it is shown that small changes in the cross-sectional area distribution in the aft body has a significant effect on the onset of wing stall, but more systematic computations are needed before the effectiveness of area-ruling can be firmly established.
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2194-5357 0 International Conference on Machine Learning and Big Data This book presents the proceedings of The 2020 International Conference on Machine Learning and Big Data Analytics for IoT Security and Privacy (SPIoT-2020), held in Shanghai, China, on November 6, 2020. Due to the COVID-19 outbreak problem
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Characterization of Facial Emotions to Food Odors in Children with Autism and less subjective approach to the measurement of facial expressions. It also opens the door to longitudinal studies to evaluate the emotional changes induced by interventionist protocols related to food in children with ASD.
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Contracting Few Edges to Remove Forbidden Induced Subgraphs,is W[2]-hard. We completely characterize the parameterized complexity of . . for all fixed 3-connected graphs .: FPT but no polynomial kernel unless . ⊆ ./. if . is a complete graph, and W[2]-hard otherwise. We also show that . . is W[2]-hard whenever . is a fixed cycle . . for some . ≥ 4 or a fixed path . . for some odd . ≥ 5.
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