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  1. drops.dagstuhl.de › entities › documentComputing Zigzag Vineyard Efficiently Including Expansions and...

    6. Juni 2024 · While transpositions alone can be easily conducted in linear time using the recent FastZigzag algorithm [Tamal K. Dey and Tao Hou, 2022], expansions and contractions pose difficulty in breaking the barrier of cubic complexity [Dey and Hou, 2022].

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    • Samuel Eilenberg - EcuRed
    • Samuel Eilenberg - John Simon Guggenheim Memorial Foundation...
    • Samuel Eilenberg - Alchetron, The Free Social Encyclopedia
    • Samuel Eilenberg, foi um eminente matemático, foi co-vencedor, com Atle ...
    • Mathematical Genealogy | Finance, Economics, and Mathematics
    • Pictures of Samuel Eilenberg - MacTutor History of Mathematics

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  3. de.wikipedia.org › wiki › Liste_der_Vortragenden_auf_denListe der Vortragenden auf den Internationalen...

    1. Juni 2024 · Die Liste der Vortragenden auf den Internationalen Mathematikerkongressen führt eingeladene Sprecher (englisch Invited Speakers) und Plenarsprecher auf. Davon abgesehen gab es auch auf verschiedenen Kongressen die Möglichkeit, kürzere Beiträge einzureichen, sowie Satellitenkonferenzen. Für die Plenarvorträge existiert außerdem ...

  4. blogs.dal.ca › openthink › functors-natural-mathematicsFunctors: “Natural” Mathematics

    3. Juni 2024 · It was the desire to make the idea of natural transformations precise that brought Saunders Mac Lane and Samuel Eilenberg to start the field of category theory in the first place. To define natural transformations, you need functors, and to define functors, you need categories.

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  6. en.wikipedia.org › wiki › Nicolas_BourbakiNicolas Bourbaki - Wikipedia

    Vor 4 Tagen · Laurent Schwartz was the only mathematician to join Bourbaki during the war, so his is considered an intermediate generation. After the war, a number of members joined: Jean-Pierre Serre, Pierre Samuel, Jean-Louis Koszul, Jacques Dixmier, Roger Godement, and Sammy Eilenberg. These people constituted the second generation of Bourbaki ...

  7. en.wikipedia.org › wiki › List_of_important_publications_inList of important publications in mathematics - Wikipedia

    Vor einem Tag · Henri Cartan and Samuel Eilenberg (1956) Provided the first fully worked out treatment of abstract homological algebra, unifying previously disparate presentations of homology and cohomology for associative algebras , Lie algebras , and groups into a single theory.

  8. www.semanticscholar.org › paper › Delooping-cyclic-groups-withDelooping cyclic groups with lens spaces in homotopy type theory

    16. Mai 2024 · The generic procedures for constructing such deloopings of groups (based on torsors, or on descriptions of Eilenberg-MacLane spaces as higher inductive types) are unfortunately equipped with elimination principles which do not directly allow eliminating to untruncated types, and are thus difficult to work with in practice. Here, we construct deloopings of the cyclic groups $\mathbb{Z}_m$ which ...

  9. www.cosmos-indirekt.de › Physik-Schule › Jakow_GrigorjewitschJakow Grigorjewitsch Sinai – Physik-Schule

    18. Mai 2024 · Jakow Grigorjewitsch Sinai (englisch Yakov Sinai, ; * 21. September 1935 in Moskau) ist ein russischer Mathematiker und theoretischer Physiker, der einer der Begründer der stochastischen Theorie dynamischer Systeme ist.