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在图论中,图G所对应的线图是一张能够反映G中各边邻接性的图,记作L。简单来说,L将G中的每条边各自抽象成一个顶点;如若原图中两条边相邻,那么就给线图中对应顶点之间连接一条边。因为线图将原图的边化作了顶点,所以也可以将其视作原图的一种对偶。 哈斯勒·惠特尼证明了:假定图G是连通的,那么除了一种特殊情况外,我们总能根据线图L的结构还原出G的结构。以该定理为中介,可以证明线图的许多其它性质。线图总是无爪图,即线图的所有导出子图均不是{\displaystyle K_{1,3}}。
线图
Definition
在图论中,图G所对应的线图是一张能够反映G中各边邻接性的图,记作L。简单来说,L将G中的每条边各自抽象成一个顶点;如若原图中两条边相邻,那么就给线图中对应顶点之间连接一条边。因为线图将原图的边化作了顶点,所以也可以将其视作原图的一种对偶。 哈斯勒·惠特尼证明了:假定图G是连通的,那么除了一种特殊情况外,我们总能根据线图L的结构还原出G的结构。以该定理为中介,可以证明线图的许多其它性质。线图总是无爪图,即线图的所有导出子图均不是{\displaystyle K_{1,3}}。
线图
线图
在图论中,图G所对应的线图是一张能够反映G中各边邻接性的图,记作L。简单来说,L将G中的每条边各自抽象成一个顶点;如若原图中两条边相邻,那么就给线图中对应顶点之间连接一条边。因为线图将原图的边化作了顶点,所以也可以将其视作原图的一种对偶。 哈斯勒·惠特尼证明了:假定图G是连通的,那么除了一种特殊情况外,我们总能根据线图L的结构还原出G的结构。以该定理为中介,可以证明线图的许多其它性质。线图总是无爪图,即线图的所有导出子图均不是{\displaystyle K_{1,3}}。

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В морфемном словаре русского языка МОРФЕМА.РУС приведен разбор слов по составу (морфемный разбор, морфемный анализ). Даный словарь поможет в проведении морфемного анализа не только начальных (словарных) форм слов, но и всех их словоформ (всех грамматических форм слов русского языка). В основу морфемного словаря "Морфема" положена наиболее полная лексика русского языка.

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Антонимы к словам: "ликвидация", "дружить", "эмпатия", "шум", "пацифист", "глубокий", "доминант", "избыток", "любить".