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Riverscape dynamics and habitat utilization structure evolutionary diversification in a clade of Amazonian electric fishes. [PDF]
Sci RepAllen JG, Tagliacollo VA, Albert JS.
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Efficient simulation of plasma physics' time fractional modified Korteweg-de Vries equations. [PDF]
PLoS OneAlharthi NS.
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Generating Robust Partial Order Schedules
2004This paper considers the problem of transforming a resource feasible, fixed-times schedule into a partial order schedule (POS) to enhance its robustness and stability properties. Whereas a fixed-times schedule is brittle in the face of unpredictable execution dynamics and can quickly become invalidated, a POS retains temporal flexibility whenever ...
Policella +7 more
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Generating Adaptive Partially Ordered Sequential Rules
Proceedings of the International Conference on Informatics and Analytics, 2016Sequential rule mining is an important data mining issue which has numerous applications. They are profoundly used in predicting the behaviour of learners in Educational data, predicting the web traversal patterns, finding the consecutive connections between gene expressions of different patients in Bio Informatics, determining the purchase pattern of ...
Radha Senthilkumar +3 more
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The Partial Ordering on the Automorphism Group of the Countable Generic Partial Order
Order, 2009The countable generic partial order \((P,\leq)\) is defined by using the well-known Fraïssé's Theorem. This paper deals with the structure \((G,\circ,\leq)\), where \((G,\circ)=\text{Aut}(P,\leq)\) and \(\leq\) is the pointwise ordering on \(G\). It is shown that \((G,\leq)\) is elementarily equivalent to \((P,\leq)\) itself and, more generally, that \(
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Generalized contractions in partially ordered metric spaces
Applicable Analysis, 2008We present some fixed point results for monotone operators in a metric space endowed with a partial order using a weak generalized contraction-type assumption.
Ravi P. Agarwal +2 more
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Generalized o-minimality for partial orders
Siberian Advances in Mathematics, 2013Summary: We consider partially ordered models. We introduce the notions of a weakly (quasi-) p.o.-minimal model and a weakly (quasi-) p.o.-minimal theory. We prove that weakly quasi-p.o.-minimal theories of finite width lack the independence property, weakly p.o.-minimal directed groups are abelian and divisible, weakly quasi-p.o.-minimal directed ...
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Generalized intervals in partially ordered groups
Mathematical Proceedings of the Cambridge Philosophical Society, 19591. Introduction. The present paper is chiefly concerned with a generalization, to be known as a ‘D-interval’, of the notion of interval or segment in an arbitrary partially ordered group. This idea is originally due to Duthie (2), but was developed by him only in a lattice.
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