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Ubiquity of synonymity: almost all large binary trees are not uniquely identified by their spectra or their immanantal polynomials

机译：同义性的普遍性：几乎所有大型二叉树都无法通过其频谱或其固有的多项式来唯一标识

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Frederick A Matsen; Steven N Evans;
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年度 2012
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1. Ubiquity of synonymity: almost all large binary trees are not uniquely identified by their spectra or their immanantal polynomials [J] . Frederick A Matsen, Steven N Evans Algorithms for Molecular Biology . 2012,第1期

机译：同义性的普遍性：几乎所有大型二叉树都无法通过其频谱或其固有的多项式来唯一标识
2. Laplacian immanantal polynomials and the GTS poset on trees [J] . Nagar Mukesh Kumar, Sivasubramanian Sivaramakrishnan Linear Algebra and its Applications . 2019,第期

机译：Laplacian Immanantal多项式和树木上的GTS Poset
3. The coefficients of the immanantal polynomial [J] . Yu Guihai, Qu Hui Applied mathematics and computation . 2018,第期

机译：内外多项式的系数
4. THE PREORDER SEQUENCE AND THE INORDER SEQUENCE CANNOT UNIQUELY DETERMINE A BINARY TREE [C] . LIU XIN, LIU RENREN International Conference on Advanced Computer Theory and Engineering . 2012

机译：预订序列和InOrder序列不能唯一地确定二叉树
5. Three-dimensional binary space partitioning tree and constructive solid geometry tree construction from algebraic boundary representations. [D] . Buchele, Suzanne Fox. 1999

机译：利用代数边界表示法构建三维二元空间划分树和构造实体几何树。
6. Ubiquity of synonymity: almost all large binary trees are not uniquely identified by their spectra or their immanantal polynomials [O] . Frederick A Matsen, Steven N Evans 2019

机译：同义性的普遍性：几乎所有大型二叉树都无法通过其频谱或其固有的多项式来唯一标识
7. Ubiquity of synonymity: almost all large binary trees are not uniquely identified by their spectra or their immanantal polynomials [O] . Matsen Frederick A, Evans Steven N 2012

机译：无处不在的同义词：几乎所有大型二叉树都不是由它们的光谱或它们的巨大多项式唯一识别的

Ubiquity of synonymity: almost all large binary trees are not uniquely identified by their spectra or their immanantal polynomials

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