Structure and representations of Jordan algebras arising from intermolecular recombination
In this work we investigate the structure and representations of
Jordan algebras arising from intermolecular recombination. It is proved that
the variety of all these algebras is special. The basis and multiplication
table are built for the free algebra of this variety. It is also shown that all
the identities satisfying the operation of intermolecular recombination are
consequences of only one identity of degree 4.
S. Sverchkov < sverch@ribs.ru >