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                                       Details van artikel 13 van 20 gevonden artikelen
 
 
  Nonreduced extended affine root systems of nullity 3
 
 
Titel: Nonreduced extended affine root systems of nullity 3
Auteur: Azam, Saeid
Verschenen in: Communications in algebra
Paginering: Jaargang 25 (1997) nr. 11 pagina's 3617-3654
Jaar: 1997
Inhoud: In 1985 K. Saito [S] introduced the concept of an extended affine root system (EARS). His study of these root systems was motivated by his interest in singularities. Later in [AABGP], this notion played an important role in the study of extended affine Lie algebras. Saito classified the EARS's of nullity ≤ 2 which have the further property that the quotient modulo a "marking" is reduced. In [AABGP], a construction was given of all EARS's, and this was used to give a classification of EARS's of reduced type. However, when the EARS was not reduced, the isomorphism problem for the construction is quite difficult and the classification was only done for EARS'S with nullity ≤ 2. The present paper extends this classification to nullity 3.
Uitgever: Taylor & Francis
Bronbestand: Elektronische Wetenschappelijke Tijdschriften
 
 

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