Alexandra Hänig

Hofheim am Taunus, Hessen, Deutschland Kontaktinformationen
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I help people meet and exceed their goals. I am a Tech Leader, Project Director, Speaker…

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Berufserfahrung und Ausbildung

  • Alexandra Hänig Project Management and Consulting

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Bescheinigungen und Zertifikate

Ehrenamt

  • University of Applied Sciences Worms Grafik

    Advisory Board Member - Business Computing

    University of Applied Sciences Worms

    –Heute 1 Jahr 7 Monate

    Education

    I advise as representative with business and economic experience the courses in Business Computing of the university of applied science Worms.

Veröffentlichungen

  • Concept Analysis of Implicative Algebras

    AV Akademikerverlag

    The intention of the thesis “Concept Analysis of Implicative Algebras” is to use concept analysis to examine implicative algebras based on axioms, which are satisfied in Hilbert algebras. The goal is to find as many algebras as possible, which are differentiated within their combination of the axioms of Hilbert algebras. When using the axioms without restrictions we gain the general concept lattice with all algebras that can be formed with the axioms. When applying the restrictions for…

    The intention of the thesis “Concept Analysis of Implicative Algebras” is to use concept analysis to examine implicative algebras based on axioms, which are satisfied in Hilbert algebras. The goal is to find as many algebras as possible, which are differentiated within their combination of the axioms of Hilbert algebras. When using the axioms without restrictions we gain the general concept lattice with all algebras that can be formed with the axioms. When applying the restrictions for partially ordered sets and partially ordered sets with greatest element, it is a success to find enough examples to complete the specific concept lattice. An other aspect of the thesis is to examine the implicative algebras closely related to Hilbert algebras. For better understanding some basics in algebra are outlined in the second section. They include algebras, magmas and order theory which are needed to define Hilbert algebras. The third section deals with lattice theory and Galois correspondence, which are the base to define concept lattices and regard concept analysis. In the forth section we will take a closer look at implicative algebras, Hilbert algebras and algebras closely related to Hilbert algebras. The results deduced from the concept analysis are shown in the fifth section. The proven implications of the three different lattices and deduced facts are outlined.

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Auszeichnungen/Preise

  • IPMA Global Individual Award 2022 - Project Manager of the Year Bronze Winner

    IPMA

    The IPMA Individual Awards recognise individuals who can prove outstanding project management achievements.

  • magna cum laude

    TU Bergakademie Freiberg

    Master of Science with magna cum laude

Sprachen

  • English

    Muttersprache oder zweisprachig

  • French

    Fließend

  • German

    Muttersprache oder zweisprachig

  • Spanish

    Gute Kenntnisse

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