[{"data":1,"prerenderedAt":111},["ShallowReactive",2],{"ki-evidenznetz-dossier-output-6a32fc2b150bfdc803501e0d-9c9cf9db":3},{"edges":4,"entity":16,"fingerprint":63,"generatedAt":64,"neighbors":65,"schemaVersion":110},[5],{"evidence":6,"evidenceClass":11,"from":12,"id":13,"relation":14,"to":15},{"dataset":7,"field":8,"sourceId":9,"url":10},"german-ai-research-to-transfer-index","cordis_project_code","101086123:output:6a32fc2b150bfdc803501e0d","https:\u002F\u002Fcordis.europa.eu\u002Fproject\u002Fid\u002F101086123","exact","cordis:101086123","edge:project-output:101086123:6a32fc2b150bfdc803501e0d","has_observed_output","output:6a32fc2b150bfdc803501e0d",{"attributes":17,"edgeCount":18,"id":15,"indexable":19,"label":39,"links":40,"slug":58,"sourceRefs":59,"type":62},{"citationCount":18,"isOpenAccess":19,"openAireId":20,"outputType":21,"persistentIdentifiers":22,"publicationDate":38},1,true,"doi_dedup___::1ceaeb5f81ace70973d10b80a6ec76bd","publication",[23,26,29,31,33,35],{"scheme":24,"value":25},"arXiv","2412.14300",{"scheme":27,"value":28},"doi","10.1007\u002Fs00023-025-01588-6",{"scheme":27,"value":30},"10.3929\u002Fethz-b-000738648",{"scheme":27,"value":32},"10.48550\u002Farxiv.2412.14300",{"scheme":27,"value":34},"10.5167\u002Fuzh-279503",{"scheme":36,"value":37},"handle","20.500.11850\u002F738648","2025-05-27","3D Supergravity in the Batalin–Vilkovisky Formalism",[41,45,49,52,55],{"kind":42,"label":43,"url":44},"official_source","OpenAIRE","https:\u002F\u002Fapi.openaire.eu\u002Fgraph\u002Fv3\u002Fresearch-products\u002Fdoi_dedup___%3A%3A1ceaeb5f81ace70973d10b80a6ec76bd",{"kind":46,"label":47,"url":48},"persistent_identifier","DOI 10.1007\u002Fs00023-025-01588-6","https:\u002F\u002Fdoi.org\u002F10.1007\u002Fs00023-025-01588-6",{"kind":46,"label":50,"url":51},"DOI 10.3929\u002Fethz-b-000738648","https:\u002F\u002Fdoi.org\u002F10.3929\u002Fethz-b-000738648",{"kind":46,"label":53,"url":54},"DOI 10.48550\u002Farxiv.2412.14300","https:\u002F\u002Fdoi.org\u002F10.48550\u002Farxiv.2412.14300",{"kind":46,"label":56,"url":57},"DOI 10.5167\u002Fuzh-279503","https:\u002F\u002Fdoi.org\u002F10.5167\u002Fuzh-279503","output-6a32fc2b150bfdc803501e0d-9c9cf9db",[60],{"dataset":7,"field":61,"sourceId":20,"url":44},"openaire_research_product_id","output","sha256:7e83af73ab880d8791aab217719495b78af1e78a8a3978a4543006e44546f165","2026-08-01T09:21:19.131Z",[66],{"attributes":67,"description":94,"edgeCount":95,"id":12,"indexable":19,"label":96,"links":97,"slug":104,"sourceRefs":105,"type":109},{"acronym":68,"code":69,"endDate":70,"frameworkProgramme":71,"funding":72,"knowledgeFlow":76,"research":84,"startDate":80},"CaLIGOLA","101086123","2026-12-31","HORIZON",{"currency":73,"germanNetEuContributionCents":74,"participantEdgeCount":18,"status":75},"EUR","1380000","linked",{"citingCountryCount":77,"citingInstitutionCount":78,"distinctCitingWorkCount":79,"firstObservedCitationDate":80,"lastObservedCitationDate":81,"observedCitationEdgeCount":82,"status":83},37,179,102,"2023-01-01","2026-07-17",120,"full_input_observation",{"citationDataOutputCount":85,"citedOutputCount":86,"firstPublicationDate":80,"lastPublicationDate":87,"openAccessOutputCount":88,"outputCount":85,"status":75,"totalCitations":89,"typeCounts":90},63,18,"2026-03-01",57,59,{"dataset":91,"other":92,"publication":93,"software":91},0,7,56,"Cartan geometry, Lie and representation theory, Integrable Systems, quantum Groups and quantum computing towards the understanding of the geometry of deep Learning and its Applications",12,"CaLIGOLA · Cartan geometry, Lie and representation theory, Integrable Systems, quantum Groups and quantum computing towards the understanding of the geometry of deep Learning and its Applications",[98,100],{"kind":42,"label":99,"url":10},"CORDIS",{"kind":101,"label":102,"url":103},"local_dossier","KI-Innovationspfad","\u002Ftools\u002Fki-innovationspfad\u002F?project=101086123","project-cordis-101086123-2ed46e64",[106],{"dataset":107,"field":108,"sourceId":12,"url":10},"german-ai-innovation-path","cordis_project_id","project","ki-evidenznetz.entity.v1",1785576522244]