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Hitchin and Calabi-Yau integrable systems via variations of Hodge structures. (2017)cite arxiv:1707.05973Comment: 31 pages. Streamlined exposition and minor fixes. The proof of the main result got simplified and now only uses the theory of variations of (mixed) Hodge structures instead of (mixed) Hodge modules.Parabolic Higgs bundles, $tt^*$ connections and opers, , и . (2019)cite arxiv:1911.06652.Incremental Update of Locally Optimal Classification Rules., , и . DS, том 13601 из Lecture Notes in Computer Science, стр. 104-113. Springer, (2022)Correlative microscopy: bridging the gap between fluorescence light microscopy and cryo-electron tomography., , , , , и . Journal of structural biology, 160 (2): 135-145 (2007)Hitchin and calabi-yau integrable systems. University of Freiburg, Germany, (2016)base-search.net (ftunivfreiburg:oai:freidok.uni-freiburg.de:11668).Multi Robot Route Planning (MRRP): Extended Spatial-Temporal Prioritized Planning., , , и . IROS, стр. 4133-4139. IEEE, (2019)Model Predictive Trajectory Optimization With Dynamically Changing Waypoints for Serial Manipulators., , , и . IEEE Robotics Autom. Lett., 9 (7): 6488-6495 (июля 2024)Computer controlled cryo-electron microscopy--TOM² a software package for high-throughput applications., , , , и . Journal of structural biology, 175 (3): 394-405 (2011)Lagrangian Simulation of a Fluid with Solid Particle Loading Performed on Supercomputers., , и . High Performance Computing in Science and Engineering, Springer, (2013)Map Based Human Motion Prediction for People Tracking*., и . IROS, стр. 1-7. IEEE, (2019)