In mathematics, the Mathieu groupoid M13 is a groupoid acting on 13 points such that the stabilizer of each point is the Mathieu group M12. It was introduced by Conway (1987, 1997) and studied in detail by Conway, Elkies & Martin (2006).
In mathematics, the Mathieugroupoid M13 is a groupoid acting on 13 points such that the stabilizer of each point is the Mathieu group M12. It was introduced...
homotopy theory, a groupoid (less often Brandt groupoid or virtual group) generalises the notion of group in several equivalent ways. A groupoid can be seen...
obtaining the Mathieugroupoid M13 acting on 13 points. M21 is simple, but is not a sporadic group, being isomorphic to PSL(3,4). Mathieu (1861, p.271)...
connections to string theory. Conway introduced the Mathieugroupoid, an extension of the Mathieu group M12 to 13 points. As a graduate student, he proved...
{\displaystyle T^{*}M} is not always integrable to a Lie groupoid. A symplectic groupoid is a Lie groupoid G ⇉ M {\displaystyle {\mathcal {G}}\rightrightarrows...
(Istanbul Metro), a rapid transit rail line in Istanbul Turkey M13, the Mathieugroupoid by John Horton Conway M13 bacteriophage, a virus that infects bacteria...
by the action groupoid G′ = G ⋉ X associated to the group action. The stabilizers of the action are the vertex groups of the groupoid and the orbits...
Galois theory of Grothendieck, and some generalisations, leading to Galois groupoids.) Lang, Serge (1994). Algebraic Number Theory. Berlin, New York: Springer-Verlag...
Rozskowska-Lech, B. (1999), "A representation of symmetric idempotent and entropic groupoids", Demonstr. Math., 32: 248–262. Shcherbacov, V.A.; Pushkashu, D.I. (2010)...