, Volume 20, Issue 3-4, pp 617-629
Date: 12 Mar 2010

About the Structure of Meson Algebras

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We have found an easier and more effective method to describe the structure of meson algebras (also called Duffin-Kemmer algebras) by paying due respect to interior multiplications, to parity gradings and to the quadratic algebra Ω associated with the bilinear form under consideration. Some applications follow, in particular in the context of the meson wave equation, and in the treatment of orthogonal transformations (as restrictions of twisted inner automorphisms). Neutral meson algebras and mesonic interior multiplications lead to further applications, for instance mesonic Lipschitz monoids.