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Algebraic Group : The automorphism group of an exceptional simple Jordan algebra J containing nonproportional orthogonal nilpotent elements. Categories : Algebraic groups Mathematics-related lists. Algebraic group : the automorphism group of a division octonion algebra. In the mathematical theory of linear algebraic groups , a Tits index or index is an object used to classify semisimple algebraic groups defined over a base field k , not assumed to be algebraically closed. Algebraic Group : The automorphism group of an exceptional simple Jordan algebra J containing nonzero nilpotent elements, no two of which are nonproportional and orthogonal. By using this site, you agree to the Terms of Use and Privacy Policy.

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Special fields : Exists over a finite field, the reals, a p -adic field, and a number field.

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Special fields : Exists over the reals and number fields; does not exist over finite fields or a p -adic field. Categories : Algebraic groups Mathematics-related lists. Algebraic group : the automorphism group of a split octonion algebra. Algebraic Group : The automorphism group of an exceptional simple Jordan algebra J containing nonproportional orthogonal nilpotent elements.

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