Results 11 to 20 of about 120,987 (267)
Transit sets of -point crossover operators
-point crossover operators and their recombination sets are studied from different perspectives. We show that transit functions of -point crossover generate, for all , the same convexity as the interval function of the underlying graph.
Manoj Changat +6 more
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On transitive translation functions [PDF]
The question of when transitive translation functions exist for fiber bundles was raised by W. Hurewicz. The answer this paper supplies is the following. If a bundle over a finite polyhedron has a structural group G with no small subgroups then it has a transitive translation function if and only if it is equivalent in G to an H bundle where H is a ...
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Scintigraphic Small Intestinal Transit Time and Defaecography in Patients with J-Pouch
Objective methods for examination of pouch function are warranted for a better understanding of the functional result and treatment of dysfunction. The objective of this study was to evaluate the results of scintigraphic intestinal transit time and ...
Mie Dilling Kjaer +5 more
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A Note on the Interval Function of a Disconnected Graph
In this note we extend the Mulder-Nebeský characterization of the interval function of a connected graph to the disconnected case. One axiom needs to be adapted, but also a new axiom is needed in addition.
Changat Manoj +3 more
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Mott transition with holographic spectral function [PDF]
Abstract We show that the Mott transition can be realized in a holographic model of a fermion with bulk mass, m, and a dipole interaction of coupling strength p. The phase diagram contains gapless, pseudo-gap and gapped phases and the first one can be further divided into four sub-classes.
Seo, Yunseok +3 more
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Decompositions of Substochastic Transition Functions [PDF]
Three decompositions of a substochastic transition function are shown to yield substochastic parts. These are the Lebesgue decomposition with respect to a finite measure, the decomposition into completely atomic and continuous parts, and on Rn, a decomposition giving a part with continuous distribution function and a part with discontinuous ...
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Analysis of a Flexible Transit Network in a Radial Street Pattern
Traditional transit systems are usually composed of fixed routes and stops, which are suitable in densely populated areas. This paper presents a reformulation of the flexible transit model developed by Nourbakhsh and Ouyang (2012) to adapt it to many low
Hongguo Shi, Mingyao Gao
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Abstract Transit functions were introduced as models of betweenness on undirected structures. Here we introduce directed transit function as the directed analogue on directed structures such as posets and directed graphs. We first show that betweenness in posets can be expressed by means of a simple set of first order axioms.
Arun Anil +7 more
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Axiomatic characterization of the interval function of partial cubes and partial Hamming graphs
Interval function of a graph is a well-known notion in metric graph theory and the axiomatic characterization using a set of first order axioms of different graph classes is an interesting problem in this area.
Jeny Jacob +4 more
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Using accessibility measures in transit network design
Transit planning scenarios may lead to the different Objective Function (OF) values since each scenario has different transit travel times, frequencies and fleet sizes.
Gorkem Gulhan +2 more
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