Hermitian space

Hermitian space

[er′mish·ən ′spās]
(mathematics)
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One of the advantages of the realization of [[DELTA].sub.v,[mu]] as (39), with the differential 1-form [[theta].sub.v,[mu]] in (38), is that we can derive easily some invariance properties with respect to the group of rigid motions of the complex Hermitian space ([C.sup.n],d[s.sup.2]); d[s.sup.2] = [[summation].sup.n.sub.j=1] d[z.sub.j] [cross product] d[[bar.z].sub.j].