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several concepts in mathematics are named: Moufang–Lie algebra Moufang loop Moufang polygon Moufang plane David Moufang (born 1966), German ambient techno musician...

mathematics, a Moufang loop is a special kind of algebraic structure. It is similar to a group in many ways but need not be associative. Moufang loops were...

David Moufang (born 1966, in Heidelberg, West Germany) is a German ambient techno musician. He records with his partner, Jonas Grossmann as Deep Space...

Ruth Moufang (10 January 1905 – 26 November 1977) was a German mathematician. She was born to German chemist Eduard Moufang and Else Fecht Moufang. Eduard...

In geometry, a Moufang plane, named for Ruth Moufang, is a type of projective plane, more specifically a special type of translation plane. A translation...

In mathematics, Moufang polygons are a generalization by Jacques Tits of the Moufang planes studied by Ruth Moufang, and are irreducible buildings of...

In mathematics, a Malcev algebra (or Maltsev algebra or Moufang–Lie algebra) over a field is a nonassociative algebra that is antisymmetric, so that x...

In mathematics, a Moufang set is a particular kind of combinatorial system named after Ruth Moufang. A Moufang set is a pair ( X ; { U x } x ∈ X ) {\displaystyle...

Franz Christoph Ignaz Moufang (17 February 1817 – 27 February 1890) was a German Catholic theologian and diocesan administrator. Moufang was born at Mainz...

not hold: the sedenions are power-associative but not alternative. The Moufang identities a ( x ( a y ) ) = ( a x a ) y {\displaystyle a(x(ay))=(axa)y}...

a (commutative) Moufang loop L of order 81 with normal commutative subgroup of order 27. Conjecture: Any finite commutative Moufang loop of period 3...

23 problems. Dehn's doctoral students include Ott-Heinrich Keller, Ruth Moufang, and Wilhelm Magnus; he also mentored mathematician Peter Nemenyi and the...

examples of infinite non-Desarguesian planes include: The Moulton plane. Moufang planes over alternative division algebras that are not associative, such...

Hawtin, Tetsu Inoue, Uwe Schmidt (Atom™), Amir Abadi (Dr. Atmo), and David Moufang (Move D). By August 2005, Namlook and collaborators had released 135 albums...

classified these when they admit a suitable group of symmetries (the so-called Moufang polygons). In collaboration with François Bruhat he developed the theory...

the original on 2016-03-05. Retrieved 2015-09-01. See Magnus, Wilhelm; Moufang, Ruth (1954). "Max Dehn zum Gedächtnis". Mathematische Annalen. 127 (1):...

both a left and right Bol loop is a Moufang loop. This is equivalent to any one of the following single Moufang identities holding for all x, y, z: x...

way. Generalized polygons satisfying a technical condition known as the Moufang property have been completely classified by Tits and Weiss. Every generalized...

plane over the octonions. The Cayley plane was discovered in 1933 by Ruth Moufang, and is named after Arthur Cayley for his 1845 paper describing the octonions...

Me-Sheen MLO (members: Jonathon Tye and Peter Smith) Move D (real name: David Moufang) Single Cell Orchestra (real name: Miguel Angelo Fierro) Spacetime Continuum...