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The Lattice of Computably Enumerable Vector Spaces (Q2970969)

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Language	Label	Description	Also known as
English	The Lattice of Computably Enumerable Vector Spaces	scientific article

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scholarly article

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The Lattice of Computably Enumerable Vector Spaces (English)

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Valentina S. Harizanov

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Computability and Complexity

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publication date

4 April 2017

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MaRDI profile type

MaRDI publication profile

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full work available at URL

https://doi.org/10.1007/978-3-319-50062-1_23

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Combinatorial theory.

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Quasi-simple relations in copies of a given recursive structure

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Decidable subspaces and recursively enumerable subspaces

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Countable vector spaces with recursive operations Part I<sup>1</sup>

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Quasimaximality and principal filters isomorphism between \({\mathcal E}^*\) and \({\mathcal L}^*(V_\infty)\)

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A class of \(\Sigma_{3}^{0}\) modular lattices embeddable as principal filters in \({\mathcal L}^*(V_\infty)\)

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Dependence relations in computably rigid computable vector spaces

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Isomorphisms of Non-Standard Fields and Ash’s Conjecture

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Automorphism Groups of Substructure Lattices of Vector Spaces in Computable Algebra

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ON A QUESTION OF A. RETZLAFF

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Bases of supermaximal subspaces and Steinitz systems. I

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A NOTE ON DECOMPOSITIONS OF RECURSIVELY ENUMERABLE SUBSPACES

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Co-immune subspaces and complementation in<i>V</i><sub>∞</sub>

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The Degrees of R.E. Sets Without the Universal Splitting Property

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Automorphisms of supermaximal subspaces

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Bases of Supermaximal Subspaces and Steinitz Systems II

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Undecidability of \(L(F_{\infty})\) and other lattices of r.e. substructures

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Maximal theories

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Orbits of Creative Subspaces

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Correction to ``Undecidability of \(L(F_{\infty})\) and other lattices of r.e. substructures''

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On the Universal Splitting Property

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Automorphisms and Recursive Structures

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More undecidable lattices of Steinitz exchange systems

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Automorphisms of substructure lattices in recursive algebra

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A note on r-maximal subspaces of \(V_{\infty}\)

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Recursive properties of relations on models

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Models of arithmetic and recursive functions

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Forcing, arithmetic, division rings

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Maximal vector spaces under automorphisms of the lattice of recursively enumerable vector spaces

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Degrees coded in jumps of orderings

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Degrees of recursively enumerable sets which have no maximal supersets

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Sub-arithmetical ultrapowers: A survey

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\(\Delta_{1}\) ultrapowers are totally rigid

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Recursively enumerable vector spaces

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Rigid constructive modules

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Turing reducibility as algebraic embeddability

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Permutations and implicit definability

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Determining Automorphisms of the Recursively Enumerable Sets

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Automorphisms of the lattice of recursively enumerable sets. I: Maximal sets

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Identifiers

zbMATH Open document ID

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10.1007/978-3-319-50062-1_23

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Mathematics Subject Classification ID

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zbMATH DE Number

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Sitelinks

Mathematics(1 entry)

mardi Publication:2970969

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