迹类算子
Sign in to saveAlso known as trace class, trace-class operator
compact operator for which a finite trace can be defined
In the Vinony graph
Within Vinony's link graph, 迹类算子 is referenced by 476 other articles, and connects out to inner product space, trace and isometry.
Vinony files it under Linear operators, Operator theory and Topological tensor products.
Its subject is documented across 10 Wikipedia language editions.
Wikidata facts
- Subclass of
- nuclear operator
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- WikiProject Mathematics
Sources (2)
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Article · 中文
在数学中，迹类算子（英語：Trace class）是一个满足如下条件的紧算子，可以为其定义迹，使得迹有限且与基底的选择无关。迹类算子本质上与相同，但是许多作者将希尔伯特空间上的核型算子这一特殊情况称为“迹类算子”，而将“核型算子”用于更一般的巴拿赫空间。
Abstract from DBpedia / Wikipedia · CC BY-SA
Connections
inner product space
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trace
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isometry
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bounded operator
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Hilbert–Schmidt operator
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mathematics
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quantum mechanics
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International Standard Book Number
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linear algebra
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real number
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topology
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digital object identifier
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OCLC, Inc.
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Hilbert space
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functional analysis
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Riemann hypothesis
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calculus of variations
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if and only if
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Cauchy–Schwarz inequality
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quantum state
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