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  1. Making Presentation Math Computable
    A Context-Sensitive Approach for Translating LaTeX to Computer Algebra Systems
    Published: 2023
    Publisher:  Springer Fachmedien Wiesbaden, Wiesbaden ; Springer International Publishing AG, Cham

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    Content information
    Source: Union catalogues
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9783658404734; 3658404736
    Other identifier:
    RVK Categories: ST 600
    DDC Categories: 510
    Edition: 1st ed. 2023
    Subjects: LATEX <Programm>; Computeralgebra; Maschinelle Übersetzung; Engineering mathematics; Engineering—Data processing; Computational intelligence; Algebra; Artificial intelligence; Mathematical and Computational Engineering Applications; Computational Intelligence; Algebra; Artificial Intelligence
    Scope: 1 Online-Ressource (XVIII, 197 Seiten), 61 illus., 58 illus. in color. Textbook for German language market.
  2. Making presentation math computable
    a context-sensitive approach for translating LaTeX to computer algebra systems
    Published: [2023]; © 2023
    Publisher:  Springer Vieweg, Wiesbaden

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    Volltext (kostenfrei)
    Volltext (kostenfrei)
    Source: Union catalogues
    Language: English
    Media type: Dissertation
    Format: Online
    ISBN: 9783658404734
    Other identifier:
    RVK Categories: ST 600
    Series: Research
    Subjects: Mathematical and Computational Engineering Applications; Computational Intelligence; Algebra; Artificial Intelligence; Engineering mathematics; Engineering—Data processing; Computational intelligence; Algebra; Artificial intelligence; Computeralgebra; Maschinelle Übersetzung; LATEX <Programm>
    Scope: 1 Online-Ressource
    Notes:

    Dissertation, Bergische Universität Wuppertal,

  3. Making Presentation Math Computable
    A Context-Sensitive Approach for Translating LaTeX to Computer Algebra Systems
    Published: 2023
    Publisher:  Springer Fachmedien Wiesbaden GmbH, Wiesbaden ; ProQuest, Ann Arbor, Michigan

    Universität Mainz, Zentralbibliothek
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    Source: Union catalogues
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9783658404734
    DDC Categories: 510; 620
    Subjects: LATEX <Programm>; Computeralgebra; Maschinelle Übersetzung
    Scope: 1 Online-Ressource (209 pages)
    Notes:

    Description based on publisher supplied metadata and other sources

  4. Making Presentation Math Computable
    A Context-Sensitive Approach for Translating LaTeX to Computer Algebra Systems
    Published: 2023.
    Publisher:  Springer Fachmedien Wiesbaden, Wiesbaden ; Imprint: Springer Vieweg

    This Open-Access-book addresses the issue of translating mathematical expressions from LaTeX to the syntax of Computer Algebra Systems (CAS). Over the past decades, especially in the domain of Sciences, Technology, Engineering, and Mathematics... more

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    This Open-Access-book addresses the issue of translating mathematical expressions from LaTeX to the syntax of Computer Algebra Systems (CAS). Over the past decades, especially in the domain of Sciences, Technology, Engineering, and Mathematics (STEM), LaTeX has become the de-facto standard to typeset mathematical formulae in publications. Since scientists are generally required to publish their work, LaTeX has become an integral part of today's publishing workflow. On the other hand, modern research increasingly relies on CAS to simplify, manipulate, compute, and visualize mathematics. However, existing LaTeX import functions in CAS are limited to simple arithmetic expressions and are, therefore, insufficient for most use cases. Consequently, the workflow of experimenting and publishing in the Sciences often includes time-consuming and error-prone manual conversions between presentational LaTeX and computational CAS formats. To address the lack of a reliable and comprehensive translation tool between LaTeX and CAS, this thesis makes the following three contributions. First, it provides an approach to semantically enhance LaTeX expressions with sufficient semantic information for translations into CAS syntaxes. Second, it demonstrates the first context-aware LaTeX to CAS translation framework LaCASt. Third, the thesis provides a novel approach to evaluate the performance for LaTeX to CAS translations on large-scaled datasets with an automatic verification of equations in digital mathematical libraries. About the Author Dr. André Greiner-Petter is a postdoctoral researcher at the NII.

     

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    Source: Union catalogues
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9783658404734
    Other identifier:
    Edition: 1st ed. 2023.
    Subjects: Engineering—Data processing.; Engineering mathematics.; Computational intelligence.; Algebra.; Artificial intelligence.; Engineering
    Scope: 1 Online-Ressource(XVIII, 197 p. 61 illus., 58 illus. in color. Textbook for German language market.)
    Notes:

    Open Access

  5. Making Presentation Math Computable
    A Context-Sensitive Approach for Translating LaTeX to Computer Algebra Systems
    Published: 2023
    Publisher:  Springer Fachmedien Wiesbaden, Wiesbaden

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  6. Making presentation math computable
    a context-sensitive approach for translating LaTeX to computer algebra systems
    Published: [2023]; © 2023
    Publisher:  Springer Vieweg, Wiesbaden

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    Content information
    Volltext (kostenfrei)
    Volltext (kostenfrei)
    Source: Union catalogues
    Language: English
    Media type: Dissertation
    Format: Online
    ISBN: 9783658404734
    Other identifier:
    RVK Categories: ST 600
    Series: Research
    Subjects: Mathematical and Computational Engineering Applications; Computational Intelligence; Algebra; Artificial Intelligence; Engineering mathematics; Engineering—Data processing; Computational intelligence; Algebra; Artificial intelligence; Maschinelle Übersetzung; LATEX <Programm>; Computeralgebra
    Scope: 1 Online-Ressource
    Notes:

    Dissertation, Bergische Universität Wuppertal,

  7. Making Presentation Math Computable
    A Context-Sensitive Approach for Translating LaTeX to Computer Algebra Systems
    Published: 2023.
    Publisher:  Springer Fachmedien Wiesbaden, Wiesbaden ; Imprint: Springer Vieweg

    This Open-Access-book addresses the issue of translating mathematical expressions from LaTeX to the syntax of Computer Algebra Systems (CAS). Over the past decades, especially in the domain of Sciences, Technology, Engineering, and Mathematics... more

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    This Open-Access-book addresses the issue of translating mathematical expressions from LaTeX to the syntax of Computer Algebra Systems (CAS). Over the past decades, especially in the domain of Sciences, Technology, Engineering, and Mathematics (STEM), LaTeX has become the de-facto standard to typeset mathematical formulae in publications. Since scientists are generally required to publish their work, LaTeX has become an integral part of today's publishing workflow. On the other hand, modern research increasingly relies on CAS to simplify, manipulate, compute, and visualize mathematics. However, existing LaTeX import functions in CAS are limited to simple arithmetic expressions and are, therefore, insufficient for most use cases. Consequently, the workflow of experimenting and publishing in the Sciences often includes time-consuming and error-prone manual conversions between presentational LaTeX and computational CAS formats. To address the lack of a reliable and comprehensive translation tool between LaTeX and CAS, this thesis makes the following three contributions. First, it provides an approach to semantically enhance LaTeX expressions with sufficient semantic information for translations into CAS syntaxes. Second, it demonstrates the first context-aware LaTeX to CAS translation framework LaCASt. Third, the thesis provides a novel approach to evaluate the performance for LaTeX to CAS translations on large-scaled datasets with an automatic verification of equations in digital mathematical libraries. About the Author Dr. André Greiner-Petter is a postdoctoral researcher at the NII.

     

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    Source: Union catalogues
    Language: English
    Media type: Ebook
    Format: Online
    ISBN: 9783658404734
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    Edition: 1st ed. 2023.
    Subjects: Engineering—Data processing.; Engineering mathematics.; Computational intelligence.; Algebra.; Artificial intelligence.; Engineering
    Scope: 1 Online-Ressource(XVIII, 197 p. 61 illus., 58 illus. in color. Textbook for German language market.)
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    Open Access