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Titlebook: Modern Problems of Robotics; Second International Arkady Yuschenko Conference proceedings 2021 Springer Nature Switzerland AG 2021 artifici

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Shuangshuang Cui,Hongzhi Wang,Haiyao Gu,Yuntian Xiered to as minimum capacity). No adversary, even with unbounded computational resources, should produce an output without spending this minimum memory capacity. Moreover, a VCBF allows for an efficient public verification process: Given a proof of correctness, checking the validity of the output take
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Photo-Realistic and Robust Inpainting of Faces Using Refinement GANs, and eye-catching parts, where already small artifacts are fatal. Such a challenge is inpainting missing parts of human faces in portrait photographs. In this paper we propose, design and evaluate a refinement generative adversarial network (GAN), that we apply within an inpainting pipeline to robus
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G. Pothoff,A. K. Gitt,U. J. Winter planar graphs that can be expressed using (0,1)-proper functions introduced by Goemans and Williamson. We show that these problems can be equivalently formulated as feedback vertex set problems and analyze approximation factors guaranteed by different violation oracles within the primal-dual framework developed by Goemans and Williamson.
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Engineering Geological Models: Some Examples of Use for Landslide Assessments between the conceptual model and the observational model is not so unidirectional. The experience gained in developing the observational model in these cases can facilitate considerably the development of future conceptual models in the same type of engineering geological conditions.
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An Integrated Approach for Solving the Bucking and Routing Problems in the Forest Industryant) and significant cost savings. To address this problem, in this work, a mixed integer linear programming (MILP) model that simultaneously considers both decisions is presented. Through a case study, the performance of the developed model is analyzed and the respective conclusions are detailed.
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,Äquivalenz von Wärme und Arbeit,galled-trees that explain . as a guide for the algorithms to compute these invariants. In particular, we show first how to employ the galled-tree structure to compute a perfect ordering of . graphs in linear-time which is then used to determine ., ., ..
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