euclidean jordan algebra造句
例句與造句
- Let be the complexification of a Euclidean Jordan algebra.
- Koecher exhibits explicit involutions of simple Euclidean Jordan algebras directly ( see below ).
- The remaining cases are constructed uniformly by Koecher using involutions of simple Euclidean Jordan algebras.
- In this way the classification of Euclidean Jordan algebras is reduced to that of simple ones.
- The classification of Hermitian symmetric spaces of tube type reduces to that of simple Euclidean Jordan algebras.
- It's difficult to find euclidean jordan algebra in a sentence. 用euclidean jordan algebra造句挺難的
- The counterparts of C * algebras are JB algebras, which in finite dimensions are called Euclidean Jordan algebras.
- It is the complexication of the rank 2 Euclidean Jordan algebra defined by the same formulas but with real coefficients.
- The description of irreducible Hermitian symmetric spaces of tube type starts from a simple Euclidean Jordan algebra " E ".
- To check that satisfies the axioms for a Euclidean Jordan algebra, note that the real trace defines a symmetric bilinear form with.
- Let ? be a period two automorphism of a simple Euclidean Jordan algebra " E " with complexification " A ".
- It is the complexification of, the Euclidean Jordan algebra of " n " ?" n " symmetric real matrices.
- Let " E " be a simple Euclidean Jordan algebra and ? a Jordan algebra automorphism of " E " of period 2.
- It is the complexification of, the Euclidean Jordan algebra of self-adjoint " n " ?" n " complex matrices.
- The Hermitian symmetric spaces of compact type for simple Euclidean Jordan algebras with period two automorphism can be described explicitly as follows, using Cartan's classification.
- It is the complexification of, the Euclidean Jordan algebra of self-adjoint " n " ?" n " matrices with entries in the quaternions.
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