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首页> 外文期刊>Linear Algebra and its Applications >CLASSIFICATION OF NORMAL OPERATORS IN SPACES WITH INDEFINITE SCALAR PRODUCT OF RANK 2
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CLASSIFICATION OF NORMAL OPERATORS IN SPACES WITH INDEFINITE SCALAR PRODUCT OF RANK 2

机译:具有秩2的标量不确定的空间中的正常算子的分类

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A finite-dimensional complex space with indefinite scalar product [.,.] having v(-) = 2 negative squares and v(+) greater than or equal to 2 positive ones is considered. The paper presents a classification of operators that are normal with respect to this product. It relates to the study by Gohberg and Reichstein in which the similar classification was obtained for the case v = min{v(-), v(+)} = 1. [References: 1]
机译:考虑具有不定标量积[。,。]的有限维复空间,其中v(-)= 2个负平方,而v(+)大于或等于2个正平方。本文介绍了对该产品而言是正常的操作员分类。它与Gohberg和Reichstein的研究有关,其中在v = min {v(-),v(+)} = 1的情况下获得了相似的分类。[参考文献:1]

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