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Linear Orders on General Algebras
Order, 2005A characterization of partially ordered algebraic structures \((A,F,r)\) having a compatible linear extension of \(r\) is given. As a consequence, it is proved that a partial order \(r\) can be linearly extended if and only if it can be extended on every finitely generated subalgebra. A few further results are obtained.
Radeleczki, Sándor, Szigeti, Jenő
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2004 IEEE International Joint Conference on Neural Networks (IEEE Cat. No.04CH37541), 2005
Second-order generalization is usually of a more abstract nature than standard generalization, as unseen stimuli may be classified by some higher order rule. The research presents a new theory, which utilises information inheritance in order to perform second-order generalization.
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Second-order generalization is usually of a more abstract nature than standard generalization, as unseen stimuli may be classified by some higher order rule. The research presents a new theory, which utilises information inheritance in order to perform second-order generalization.
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1998
Generalization is a fundamental operation of inductive inference. While first order syntactic generalization (anti-unification) is well understood, its various extensions are needed in applications. This paper discusses syntactic higher order generalization in a higher order language λ2[1]. Based on the application ordering, we proved the least general
Jianguo Lu +2 more
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Generalization is a fundamental operation of inductive inference. While first order syntactic generalization (anti-unification) is well understood, its various extensions are needed in applications. This paper discusses syntactic higher order generalization in a higher order language λ2[1]. Based on the application ordering, we proved the least general
Jianguo Lu +2 more
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Generalization of the order separability
Moscow University Mathematics Bulletin, 2011zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Generating polynomial orderings
Information Processing Letters, 1994More and more, term rewriting systems (TRSs) are applied in computer science as well as in mathematics. They are based on directed equations which may be used as non-deterministic functional programs. Termination is a key property for computing with TRSs. There are various methods of proving termination of TRSs.
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On cyclotomic generator of order r
Information Processing Letters, 1998zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Ding, Cunsheng, Helleseth, T.
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Generalized Priestley Quasi-Orders
Order, 2010The authors investigate bounded distributive meet-semilattices, and especially bounded implicative meet-semilattices. First, they develop a new `Priestley-like' duality for the category of bounded distributive meet-semilattices with homomorphisms.
Guram Bezhanishvili, Ramon Jansana
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Goal Generation with Ordered Beliefs
2007A rational agent adopts (or changes) its desires/goals when new information becomes available or its "desires" (e.g., tasks it is supposed to carry out) change. In conventional approaches on goal generation a desire is adopted if and only if allconditions leading to its generation are satisfied.
Célia da Costa Pereira +1 more
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General Nanomolding of Ordered Phases
Physical Review Letters, 2020Large-scale, controlled fabrication of ordered phases is challenging at the nanoscale, yet highly demanded as their well-ordered structure and chemistry is the key for advanced functionality. Here, we demonstrate a general nanomolding process of ordered phases based on atomic diffusion.
Naijia, Liu +9 more
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