谐调不定度规空间可测场的积分

Measurable Vector Field Integral of Harmony Indefinite Inner Product Space

本文证明了谐调不定度规空间可测场的积分是一个完备的不定度规空间,并且该完备不定度规空间恰好就是由谐调不定度规空间可测场导出的两个Hilbert空间可测场的积分所产生的不定度规空间.

In thes paper we obtain the theorem: Measurable vector field integral of indefinite inner product space is a complete indefinite inner product spacert, and is the form of two Hilbert spaces measurable vector field integral, and the two Hilbert spaces are in the form of measurable vector field on the harmony indefinite inner product space.