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See the journal paper methods for more information, and Supplementary material for author bias analysis. \r\n\r\nThe list of paper ID's can be found rom the journal paper in One Earth. 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Please cite the original article(s) when using this data set.\r\n\r\nThe data set consists of 183 topic endorsement networks inferred from Twitter interactions during the 2019 Finnish Elections. Nodes are accounts and undirected ties indicate uni- or bi-directional endorsement via retweets on the given topic. Please see the references for details. No identifying information nor original raw data from the Twitter platform is included here.\r\n\r\nSee the network_info.csv for more details on each network. The \"_p1\" extension in the filename means that the network was built based on tweets from period 1 (similar for \"_p2\" and \"_p3\"). 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[1-2] and it is now made openly accessible. The data-set consists of computational X-ray spectroscopy fingerprints of plain and functionalized amorphous carbon. This data can be used in interpretation of experimental spectroscopy data (XAS and XPS). The spectra are averages of certain atomic environments, that are described in the publications. Standard deviation is included in the third column. Please, feel free to use the data-set, and if you do so, remember to cite Refs. [1-2] and this source. If there are any questions, please contact the corresponding author. \r\n\r\n \r\n\r\n[1] A. Aarva, V. L. Deringer, S. Sainio, T. Laurila, andM. A. Caro, “Understanding X-ray spectroscopy of carbonaceous materials by combining experiments, density functional theory, and machine learning. Part I: Fingerprint spectra,” Chem. Mater. 31, 9243–9255 (2019).\r\n\r\n[2] A. Aarva, V. L. Deringer, S. Sainio, T. Laurila, andM. A. Caro, “Understanding X-ray spectroscopy of carbonaceous materials by combining experiments, density functional theory, and machine learning. Part II: Quantitative fitting of spectra,” Chem. Mater. 31, 9256–9267(2019).\r\n\r\n \r\n\r\nFunding and resources for the work are acknowledged as follows:\r\n\r\nFunding from the Academy of Finland (project no.285526) and the computational resources provided for this project by CSC – IT Center for Science are gratefully acknowledged. M. A. C. acknowledges personal funding from the Academy of Finland under project no. 310574.V. L. D. acknowledges a Leverhulme Early Career Fellowship and support from the Isaac Newton Trust. M. A. C.and V. L. D. are grateful for travelling support from the HPC-Europa3 program under the auspices of the European Union’s Horizon 2020 framework (grant agreement no. 730897). Use of the Stanford Synchrotron Radiation Lightsource, SLAC National Accelerator Laboratory, is supported by the U.S. Department of Energy, Office of Science, Office of Basic Energy Sciences under contract no. DE-AC02-76SF00515. S. S. acknowledges personal funding from Instrumentarium Science Foundation and the Walter Ahlström Foundation."},"field_of_science":[{"id":"33d291b9-9b23-4192-b878-cffc210af1d3","url":"http://www.yso.fi/onto/okm-tieteenala/ta113","in_scheme":"http://www.yso.fi/onto/okm-tieteenala/conceptscheme","pref_label":{"en":"Computer and information sciences","fi":"Tietojenkäsittely ja informaatiotieteet","sv":"Data- och informationsvetenskap"}}],"infrastructure":[],"issued":"2021-01-28","keyword":[],"language":[],"metadata_owner":{"id":"fce90ccd-e305-45f9-90b3-1e462f048c9a","organization":"aalto.fi","admin_organization":"aalto.fi"},"other_identifiers":[],"persistent_identifier":"doi:10.5281/zenodo.4476343","pid_generated_by_fairdata":false,"projects":[],"provenance":[],"relation":[],"remote_resources":[{"title":{"en":"Data in remote location","fi":"Aineisto ulkoisessa palvelussa","sv":"Material i en extern tjänst","und":"Data in remote location"},"use_category":{"id":"d91e6ce8-6567-441e-96e8-9d706570a677","url":"http://uri.suomi.fi/codelist/fairdata/use_category/code/source","in_scheme":"http://uri.suomi.fi/codelist/fairdata/use_category","pref_label":{"en":"Source material","fi":"Lähdeaineisto"}},"download_url":"https://doi.org/10.5281/zenodo.4476344"}],"spatial":[],"state":"published","temporal":[],"theme":[],"title":{"en":"Data from Understanding X-ray spectroscopy of carbonaceous materials by combining  experiments, density functional theory and machine learning.  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Järvi, B. Alldritt, O. Krejčí, M. Todorović, P. Liljeroth, P. Rinke, Integrating Bayesian inference with scanning probe experiments for robust identification of surface adsorbate configurations, Adv. Funct. Mater. 31, 2010853 (2021). DOI: 10.1002/adfm.202010853\r\n[2] J. Järvi, P. Rinke, M. Todorović, Detecting stable adsorbates of (1S)-camphor on Cu(111) with Bayesian optimization, Beilstein J. Nanotechnol. 11, 1577 (2020). DOI: 10.3762/bjnano.11.140\r\n\r\nThis dataset features DFT sampling of adsorption configurations for (1S)-camphor on Cu(111) using the Bayesian Optimization Structure Search (BOSS) method. The 6D configurational search was conducted over 3 molecular translations (x, y, z) and 3 rotations (alpha, beta, gamma). The search range of on-surface translation (x, y) is [-0.5, 0.5] in fractional coordinates of the orthogonal Cu(111) unit cell. The search range of the height of the molecule (z) is [4, 7] Å. All rotations are done in the range [-180, 180] deg. 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Each file lists \"m&lt;s&gt;\" so that s is the size of the minimum generating set of the subsequent configuration, which is denoted by writing the points of each of its lines row-wise. For example\r\n\r\nm3\r\n0 1 4\r\n0 2 6\r\n0 3 5\r\n1 2 5\r\n1 3 6\r\n2 3 4\r\n4 5 6\r\n\r\nis the Fano plane and its minimum generating set has size 3.\r\n\r\nAdditionally, the file \"fulllineconjecture.txt.gz\" contains the 623 Steiner triple systems of order 25 (i.e., all rows which contain curly brackets) used in Theorem 7 in the paper below, followed by a row starting with 1 and then describing the number of occurrences of all 179 full n-line configurations for n &lt;= 8, i.e., first the number of occurrences of Pasch configurations, then mitre configurations, then the 5 full 6-line configurations, the 19 full 7-line configurations, and finally the 153 full 8-line configurations contained in the STS(25) in the preceding row. The ordering follows the ordering within the files \"full_line_config_&lt;n&gt;.txt.gz\". This file is built so that omitting all lines with curly brackets is a valid gap code and results in a prove of said theorem (i.e., zgrep -v \"{\" fulllineconjecture.txt.gz | gap yields 180).\r\n\r\n\r\nFurther details can be found in the corresponding publication\r\n\r\n\"Algorithms and Complexity for Counting Configurations in Steiner Triple Systems\"\r\n\r\nby Daniel Heinlein and Patric R. J. Östergård.\r\n\r\nAll files are compressed with gzip."},"field_of_science":[{"id":"90fd0c26-03ee-44e0-9e1e-00633b4c768b","url":"http://www.yso.fi/onto/okm-tieteenala/ta111","in_scheme":"http://www.yso.fi/onto/okm-tieteenala/conceptscheme","pref_label":{"en":"Mathematics","fi":"Matematiikka","sv":"Matematik"}}],"infrastructure":[],"issued":"2021-09-22","keyword":[],"language":[],"metadata_owner":{"id":"fce90ccd-e305-45f9-90b3-1e462f048c9a","organization":"aalto.fi","admin_organization":"aalto.fi"},"other_identifiers":[],"persistent_identifier":"doi:10.5281/zenodo.5519799","pid_generated_by_fairdata":false,"projects":[],"provenance":[],"relation":[],"remote_resources":[],"spatial":[],"state":"published","temporal":[],"theme":[],"title":{"en":"Dataset for Algorithms and Complexity for Counting Configurations in Steiner Triple Systems"},"created":"2025-12-14T11:38:13Z","modified":"2025-12-14T11:38:13Z","dataset_versions":[{"id":"8d844f3e-68e8-42f9-9d87-0abe12b4d52b","title":{"en":"Dataset for Algorithms and Complexity for Counting Configurations in Steiner Triple Systems"},"persistent_identifier":"doi:10.5281/zenodo.5519799","state":"published","created":"2025-12-14T11:38:13Z","version":1}],"published_revision":1,"version":1,"api_version":3,"metadata_repository":"Fairdata","record_created":"2025-12-14T11:38:14Z","record_modified":"2025-12-14T11:38:14Z"}]}