Minimal Pairs and Quasi-minimal Degrees for the Joint Spectra of Structures

机译：结构联合谱的最小对和拟最小程度

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Two properties of the Co-spectrum of the Joint spectrum of finitely many abstract structures are presented — a Minimal Pair type theorem and the existence of a Quasi-Minimal degree with respect to the Joint spectrum of the structures.

机译：给出了有限个抽象结构的联合谱的共谱的两个性质-最小对型定理和关于结构的联合谱的拟最小程度的存在。

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来源
《Conference on Computability in Europe(CiE 2005); 20050608-12; Amsterdam(NL)》|2005年|P.451-460|共10页
会议地点 Amsterdam(NL)
作者
Alexandra A. Soskova;
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作者单位

Faculty of Mathematics and Computer Science, Sofia University, 5 James Bourchier Blvd. 1164 Sofia, Bulgaria;

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会议组织
原文格式 PDF
正文语种 eng
中图分类计算技术、计算机技术;
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专利

1. Quasi-minimal degrees for degree spectra [J] . ALEXANDRA A. SOSKOVA, IVAN N. SOSKOV Journal of logic and computation . 2013,第6期

机译：度谱的拟最小度
2. Construction of saturated quasi-minimal structure [J] . Masanori Itai, Akito Tsuboi, Kentaro Wakai Journal of Symbolic Logic . 2004,第1期

机译：饱和准最小结构的构造
3. The structure of quasi-minimal sets [J] . Shigeo Kono Proceedings of the Japan Academy, Series A. Mathematical Sciences . 1970,第6期

机译：拟最小集的结构
4. Minimal Pairs and Quasi-minimal Degrees for the Joint Spectra of Structures [C] . Alexandra A. Soskova Conference on Computability in Europe . 2005

机译：结构的关节光谱最小的对和准少度
5. Joint hyponormality and spectral structure of commuting n-tuples of composition operators [D] . Gimenez Quero, Jose Pastor 2000

机译：合成算子的交换n元组的联合超正规性和谱结构
6. Analysis of difference spectra of protonated DNA: determination of degree of protonation of nitrogen bases and the fractions of disordered nucleotide pairs. [O] . T I Smoljaninova, V A Zhidkov, G V Sokolov 1982

机译：质子化DNA的差异光谱分析：测定氮碱基的质子化程度和无序核苷酸对的分数。
7. Quasi-Minimal Enumeration Degrees and Minimal Turing Degrees [O] . Theodore A. Slaman, Andrea Sorbi 2007

机译：准最小枚举度和最小图灵度
8. A Minimal Pair of Recursively Enumerable Degrees. [R] . Yates, C. E. M. 1964

机译：最小的一对递归可枚举度。

Minimal Pairs and Quasi-minimal Degrees for the Joint Spectra of Structures

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