We study the amount of consistency. (measured by relational width) needed to solve CSP(A) for first-order expansions A of countably infinite homogeneous graphs ...
Jan 18, 2020 · We study the amount of consistency (measured by relational width) needed to solve CSP for first-order expansions S of countably infinite homogeneous graphs.
We study the amount of consistency. (measured by relational width) needed to solve CSP(A) for first-order expansions A of countably infinite homogeneous graphs ...
This work studies the amount of consistency needed to solve CSP for first-order expansions S of countably infinite homogeneous graphs that additionally have ...
Jan 18, 2020 · Let A be a first-order expansion of a countably infinite homogeneous graph H such that A has bounded strict width. Then A has relational width ( ...
Relational Width of First-Order Expansions of Homogeneous ...
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Mar 4, 2020 · We study the amount of consistency (measured by relational width) needed to solve CSP(?) for first-order expansions ? of countably infinite ...
In this paper we study the relational width of first-order expansions of finitely bounded homogeneous binary cores where binary cores are structures with ...
We study the amount of consistency(measured by relational width) needed to solveCSP(A)for first-order expansionsAof countablyinfinite homogeneous graphsH:= (A;E) ...
Bibliographic details on Relational Width of First-Order Expansions of Homogeneous Graphs with Bounded Strict Width.
On The Relational Width of First-Order Expansions of Finitely Bounded Homogeneous Binary Cores with Bounded Strict Width · Center for Perspicuous Computing – TRR ...