05748nam 2200709 450 991080924960332120230725062052.01-61499-345-9(CKB)2550000001179594(EBL)1589013(SSID)ssj0000766568(PQKBManifestationID)11446041(PQKBTitleCode)TC0000766568(PQKBWorkID)10791635(PQKB)10549727(MiAaPQ)EBC1589013(WaSeSS)Ind00045584(Au-PeEL)EBL1589013(CaPaEBR)ebr10827958(CaONFJC)MIL559733(OCoLC)867822088(EXLCZ)99255000000117959420140125h20112011 uy 0engur|n|---|||||txtccrEnabling collaboration on semiformal mathematical knowledge by semantic web integration /Christoph LangeHeidelberg, Germany :IOS Press :AKA,2011.©20111 online resource (610 p.)Studies on the Semantic Web,1868-1158 ;Volume 011Description based upon print version of record.1-60750-840-0 1-306-28482-1 Includes bibliographical references.Title Page; Contents; Abstract; Acknowledgments; Part I. Introduction; Chapter 1. Web Collaboration on Mathematical Knowledge; Current Practices of ""Doing Mathematics""; Enabling Management, Understanding, and Application of Mathematical Knowledge; Web 2.0 and Semantic Web in Science; Mathematics on the Web - State of the Art and Challenges; Collaborative Mathematics on the Web - Why Retry Now?; Challenges to be Addressed by a New MKM Infrastructure; Structure and Contribution of this Thesis; Part II. Knowledge Representation; Chapter 2. Representing Mathematical KnowledgeStructures of Mathematical KnowledgeRequirements for Reusably Representing and Exchanging Mathematical Knowledge; Knowledge Representation on the [Semantic] Web (State of the Art); Representing Semiformal Mathematical Knowledge (State of the Art); Designing an Improved Representation and Exchange Language; Chapter 3. Ontologies for Structures of Mathematical Knowledge; Overview of the Ontologies by Structural Dimension; Logical and Functional Structures, and Notation; Rhetorical and Document Structures; Metadata; The Application Environment; Discussions about Knowledge ItemsRequirements for Extracting Structures from Semantic Markup to RDFRelated Work; Conclusion and Future Work; Chapter 4. Using Mathematical Markup for Implementing and Documenting Expressive Ontologies; Problem and Requirements Statement; State of the Art; Implementing and Documenting Heterogeneous Ontologies in OMDoc; Implementation of the OMDoc Ontology; Case Study: Reimplementing FOAF in OMDoc; Related Work; Conclusion and Future Work; Chapter 5. Multi-Dimensional Metadata Markup; The Metadata Syntax of OMDoc 1.2 (State of the Art); The new OMDoc+RDFa Metadata Framework; Related WorkConclusionPart III. Services and their Integration; Chapter 6. Primitive Services for Managing Mathematical Knowledge; Tasks, Scenarios, and Required Primitive Services; Editing; Validating; Human- and Machine-Comprehensible Publishing; Information Retrieval; Arguing about Problems and their Solutions; Conclusion; Chapter 7. Integrating Assistive Services into Interactive Documents; State of the Art and Related Work; Requirements for Integrating Services into Documents; The JOBAD Architecture; In-Document Client Services; Symbol-based Client Services; Expression-based Client ServicesConclusion and Future WorkChapter 8. Transparent Translations in Knowledge Bases; Extracting Structures from Semantic Markup; Migration to More Expressive Languages; Coping with Different Representation Granularities on Import and Export; Recommendations for Running Translations Transparently; Conclusion; Chapter 9. The Semantic Wiki SWiM - An Integrated Collaboration Environment; Wikis and Semantic Wikis (State of the Art); Requirements Analysis and Design Decisions; Architecture; How SWiM Supports OpenMath CD Maintenance Workflows; Related Work; Conclusion and Future WorkChapter 10. Usability Evaluation of an Integrated Environment for Maintaining Semiformal CollectionsMathematics is becoming increasingly collaborative, but software does not sufficiently support that: Social Web applications do not currently make mathematical knowledge accessible to automated agents that have a deeper understanding of mathematical structures. Such agents exist but focus on individual research tasks, such as authoring, publishing, peer-review, or verification, instead of complex collaboration workflows. This work effectively enables their integration by bridging the document-oriented perspective of mathematical authoring and publishing, and the network perspective of threadedStudies on the Semantic Web ;v. 11.Knowledge representation (Information theory)Semantic WebMathematicsOMDoc (Document markup language)Knowledge representation (Information theory)Semantic Web.Mathematics.OMDoc (Document markup language)006.332Lange Christoph1688975MiAaPQMiAaPQMiAaPQBOOK9910809249603321Enabling collaboration on semiformal mathematical knowledge by semantic web integration4063635UNINA