#mappings — Public Fediverse posts
Live and recent posts from across the Fediverse tagged #mappings, aggregated by home.social.
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💙 Love Data Week 2026 – Freitag
📍 Where’s the data?➡️ Cocoda
Webanwendung für #Mappings zwischen #Thesauri, #Klassifikationen & #Normdateien.💡 Eigene Instanz für NFDI4Objects – für bessere Vergleichbarkeit & Vernetzung von #Forschungsdaten.
🔗 Weitere Informationen: https://www.nfdi4objects.net/portal/services/cocoda/
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💙 Love Data Week 2026 – Freitag
📍 Where’s the data?➡️ Cocoda
Webanwendung für #Mappings zwischen #Thesauri, #Klassifikationen & #Normdateien.💡 Eigene Instanz für NFDI4Objects – für bessere Vergleichbarkeit & Vernetzung von #Forschungsdaten.
🔗 Weitere Informationen: https://www.nfdi4objects.net/portal/services/cocoda/
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💙 Love Data Week 2026 – Freitag
📍 Where’s the data?➡️ Cocoda
Webanwendung für #Mappings zwischen #Thesauri, #Klassifikationen & #Normdateien.💡 Eigene Instanz für NFDI4Objects – für bessere Vergleichbarkeit & Vernetzung von #Forschungsdaten.
🔗 Weitere Informationen: https://www.nfdi4objects.net/portal/services/cocoda/
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💙 Love Data Week 2026 – Freitag
📍 Where’s the data?➡️ Cocoda
Webanwendung für #Mappings zwischen #Thesauri, #Klassifikationen & #Normdateien.💡 Eigene Instanz für NFDI4Objects – für bessere Vergleichbarkeit & Vernetzung von #Forschungsdaten.
🔗 Weitere Informationen: https://www.nfdi4objects.net/portal/services/cocoda/
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💙 Love Data Week 2026 – Freitag
📍 Where’s the data?➡️ Cocoda
Webanwendung für #Mappings zwischen #Thesauri, #Klassifikationen & #Normdateien.💡 Eigene Instanz für NFDI4Objects – für bessere Vergleichbarkeit & Vernetzung von #Forschungsdaten.
🔗 Weitere Informationen: https://www.nfdi4objects.net/portal/services/cocoda/
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Last week, @jodageiger and I attended this #hackathon on #metadata for #TrainingMaterials #OER for @dalia . We worked on #mappings and #crosswalk|s.
However, in my opinion, the most important result was the steep learning curve on all sides. The personal conversations were a large asset. Super organized by @ljcastro .
https://nfdi.social/@ljcastro@fosstodon.org/114771340418636393
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[Перевод] Mapping объектов с помощью MapStruct
В огромном приложении Android с Clean Architecture много рутинной работы, связанной с отображением объектов между различными слоями. Хорошим решением будет автоматизация этого процесса. В этой статье рассматривается опыт использования библиотеки MapStruct , которая помогает mapp-ить объекты. Библиотека очень гибка в настройке. И позволяет минимизировать написание шаблонного кода. Вот пример того, как реализовать gradle зависимости в вашем проекте.
https://habr.com/ru/articles/839362/
#clean_architecture #kotlin #android #mapping #mappings #library
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Trip-ROMA: Self-Supervised Learning with Triplets and Random Mappings
Wenbin Li, Xuesong Yang, Meihao Kong, Lei Wang, Jing Huo, Yang Gao, Jiebo Luo
Action editor: Joao Carreira.
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#DifferentialPropositionalCalculus • 7
• https://inquiryintoinquiry.com/2020/03/05/differential-propositional-calculus-7/In our #Model of #Propositions as #Mappings of a #UniverseOfDiscourse to a set of 2 values, in other words, #IndicatorFunctions of the form \(f:X\to\mathbb{B},\) #SingularPropositions are those singling out the #MinimalDistinctRegions of the universe, represented by single cells of the corresponding #VennDiagram.
#Logic #LogicalGraphs #DifferentialLogic
#PropositionalCalculus #BooleanFunctions
#ModelTheory #ProofTheory #Semiotics -
#DifferentialPropositionalCalculus • 7
• https://inquiryintoinquiry.com/2020/03/05/differential-propositional-calculus-7/In our #Model of #Propositions as #Mappings of a #UniverseOfDiscourse to a set of 2 values, in other words, #IndicatorFunctions of the form \(f:X\to\mathbb{B},\) #SingularPropositions are those singling out the #MinimalDistinctRegions of the universe, represented by single cells of the corresponding #VennDiagram.
#Logic #LogicalGraphs #DifferentialLogic
#PropositionalCalculus #BooleanFunctions
#ModelTheory #ProofTheory #Semiotics -
#DifferentialPropositionalCalculus • 7
• https://inquiryintoinquiry.com/2020/03/05/differential-propositional-calculus-7/In our #Model of #Propositions as #Mappings of a #UniverseOfDiscourse to a set of 2 values, in other words, #IndicatorFunctions of the form \(f:X\to\mathbb{B},\) #SingularPropositions are those singling out the #MinimalDistinctRegions of the universe, represented by single cells of the corresponding #VennDiagram.
#Logic #LogicalGraphs #DifferentialLogic
#PropositionalCalculus #BooleanFunctions
#ModelTheory #ProofTheory #Semiotics
