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1. de.wikipedia.org › wiki › GaloistheorieGaloistheorie – Wikipedia

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   11. Mai 2024 · Der moderne Ansatz, der auf Richard Dedekind zurückgeht, formuliert die Galoistheorie in der Sprache der algebraischen Strukturen: Ausgehend von einer Körpererweiterung / definiert man die Galoisgruppe ⁡ (/) als die Gruppe aller Körperautomorphismen von , welche die Elemente von einzeln festhalten.

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3. ncatlab.org › nlab › showDedekind cut in nLab

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   15. Mai 2024 · What came to be called Dedekind cuts (a notion due to Dedekind (1872)) is a way to make precise the idea that a real number is that which can be approximated (in the absolute value metric) by rational numbers. Dedekind 1872 pointed out that a real number may be uniquely determined its order relationships with rational numbers.

4. www.youtube.com › watchThe Critique of Dedekind Cuts (theory of real numbers) - YouTube

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   10. Mai 2024 · 3. 94 views 2 days ago. This video is a commentary of Dedekind two essays : The Nature and Meaning of Numbers, Continuity and Irrational Numbers. After presenting a construction of Natural...

   • Videolänge: 27 Min.
   • Ansichten: 269

   • Autor: Holy Math

5. Videos

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     youtube.com

     Der berühmte Mathematiker Julius Wilhelm Richard Dedekind

     1. Jan. 2023

     643 Aufrufe

   • 10:34

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     Richard Dedekind: The Mathematical Genius

     2. März 2024

   • 40:20

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     Difficulties with Dedekind cuts | Real numbers and limits Math Foundations 116 | N J Wildberger

     1. Dez. 2014

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6. www.youtube.com › watchJulius Wilhelm Richard Dedekind: Architect of Modern ... -...

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   10. Mai 2024 · Julius Wilhelm Richard Dedekind: Architect of Modern Mathematics

7. www.cs.mcgill.ca › ~dirk › talDirk Schlimm (talks) - McGill University

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   6. Mai 2024 · The early development of Dedekind's notion of mapping 7 October 2016. In Memoriam: Richard Dedekind (1831—1916). Technische Universität Braunschweig, Germany. Numerals: Mathematical understanding through external representations 21 September 2016. Invited talk at workshop "From Basic Cognition to Mathematical Practices". University of ...

8. www.numbertheory.org › ntw › N12NUMBER THEORY BOOKS, 1996

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   7. Mai 2024 · Theory of Algebraic Integers by Richard Dedekind, Translated by John Stillwell, CUP 1996 Cohomology of Drinfeld Modular Varieties, Part II: The Arthur-Selberg Trace Formula, G. Laumon, Cambridge Studies in Advanced Mathematics 56, CUP 1996 (Appendix by J.L. Waldspurger)

9. www.tandfonline.com › doi › fullFull article: A memory bank of the future: Stiegler, education...

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   17. Mai 2024 · The history, it should be remembered, is neither linear nor one-dimensional, some of the lines leading back to Charles Babbage and Ada Lovelace, others to George Boole, George Cantor and Richard Dedekind, others yet to Alan Turning, and many crisscrossing between.