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Currently displaying 1 – 2 of 2

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A structure theory for Jordan $H^{*}$ -pairs

A. J. Calderón Martín; C. Martín González — 2004

Bollettino dell'Unione Matematica Italiana

Jordan $H^{*}$ -pairs appear, in a natural way, in the study of Lie $H^{*}$ -triple systems ([3]). Indeed, it is shown in [4, Th. 3.1] that the problem of the classification of Lie $H^{*}$ -triple systems is reduced to prove the existence of certain $L^{*}$ -algebra envelopes, and it is also shown in [3] that we can associate topologically simple nonquadratic Jordan $H^{*}$ -pairs to a wide class of Lie $H^{*}$ -triple systems and then the above envelopes can be obtained from a suitable classification, in terms of associative $H^{*}$ -pairs, of...

Rings whose class of projective modules is socle fine.

A. Idelhadj; E. A. Kaidi; D. Martín Barquero; C. Martín González — 2004

Publicacions Matemàtiques

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