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58
A link bundled auxiliary graph model for constrained dynamic traffic grooming in WDM mesh networks
 IEEE JOURNAL ON SELECTED AREAS IN COMMUNICATIONS
, 2005
"... This paper addresses the twolayer dynamic traffic grooming problem in wavelengthdivisionmultiplexed (WDM) mesh optical networks subject to resource constraints and the generalized wavelength continuity (GWC) constraint. The GWC constraint is a relaxed wavelength continuity constraint which incor ..."
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Cited by 8 (2 self)
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incorporates various kinds of wavelength conversion capabilities that exist in optical networks. As an improvement over the existing layered auxiliary graph (layeredAG) approach which represents each wavelength separately in the auxiliary graph, we introduce a largely simplified link bundled auxiliary graph
Constrained Dynamic Traffic Grooming in WDM Mesh Networks with Link Bundled Auxiliary Graph Model
"... AbstractThis paper addresses the twolayer routing problem in wavelength division multiplexed (WDM) optical mesh networks subject to resource constraints and generalized wavelength continuity (GWC) constraint. The GWC constraint is a relaxed wavelength continuity constraint in networks which have ..."
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have different kinds of wavelength conversion capabilities. As an improvement over the existing approach which represents each wavelength separately in the auxiliary graph, we introduce a largely simplified link bundled auxiliary graph (LBAG) and propose a new method to find paths and assign
Threedimensional Reconstruction of an Actin Bundle
"... Abstract. We present the threedimensional structure of an actin filament bundle from the sperm of Limulus. The bundle is a motile structure which by changing its twist, converts from a coiled to an extended form. The bundle is Composed of actin plus two auxiliary proteins of molecular masses 50 and ..."
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Abstract. We present the threedimensional structure of an actin filament bundle from the sperm of Limulus. The bundle is a motile structure which by changing its twist, converts from a coiled to an extended form. The bundle is Composed of actin plus two auxiliary proteins of molecular masses 50
On Positivity of Line Bundles on Enriques Surfaces
, 1997
"... . We study here linear systems on Enriques surfaces. We prove rationality of Seshadri constants of ample line bundles on Enriques surfaces and provide lower bounds on these numbers. We show the nonexistence of k{very ample line bundles on Enriques surfaces of degree 4k + 4 for k 1 answering thus a ..."
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Cited by 4 (2 self)
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constants of ample line bundles on Enriques surfaces are always rational. 1. Auxiliary materia...
Gluing theorems for complete antiselfdual spaces
 Geom. Func. Analysis
"... 1.1. Summary. One of the special features of 4dimensional differential geometry is the existence of objects with selfdual (SD) or antiselfdual (ASD) curvature. The objects in question can be connections in an auxiliary bundle over a 4manifold, leading to the study of instantons in Yang–Mills th ..."
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Cited by 16 (5 self)
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1.1. Summary. One of the special features of 4dimensional differential geometry is the existence of objects with selfdual (SD) or antiselfdual (ASD) curvature. The objects in question can be connections in an auxiliary bundle over a 4manifold, leading to the study of instantons in Yang
The AbelJacobi map of a moduli component of vector bundles on the cubic threefold
, 1999
"... The Abel–Jacobi map of the family of elliptic quintics lying on a general cubic threefold is studied. It is proved that it factors through a moduli component of stable rank 2 vector bundles on the cubic threefold with Chern numbers c1 = 0, c2 = 2, whose general point represents a vector bundle obta ..."
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Cited by 35 (8 self)
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The Abel–Jacobi map of the family of elliptic quintics lying on a general cubic threefold is studied. It is proved that it factors through a moduli component of stable rank 2 vector bundles on the cubic threefold with Chern numbers c1 = 0, c2 = 2, whose general point represents a vector bundle
The Morphology of the Basque Auxiliary: Thoughts on Arregi & Nevins 2012
"... Aronoff 2012. It’s not “syntax all the way down ” any more; syntax and morphology are separate modules again, “distinct in their computational character and information types, and narrowly restricted in their interaction ” (Rezac 2011:1). Interactions between morphology and phonology are treated by ..."
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Cited by 1 (0 self)
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and practice. In their work on Basque auxiliaries, Arregi & Nevins 2012 go still further. They not only treat morphology as a module (p. 341), but organize it into a series of submodules. They rehabilitate the clitic/affix distinction (p. 64 ff., 80 ff.) rejected by Embick & Noyer 2001. They eschew
Structural Analysis of Lexical Bundles in EFL English Majors’
"... A quantitative analysis has been made of 330 Chinese EFL learners ’ theses the distribution of the three to eightword lexical bundles in them and a comparison has been made of the percentages of the fourword lexical bundles of different structural categories in Chinese EFL learners ’ theses and t ..."
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’ spoken academic language data the ‘personal pronoun + lexical verb phrase (+complement clause) ’ lexical bundles and the ‘(auxiliary +) active verb (+) ’ bundles, and also share with native English speakers ’ academic spoken language data the ‘adverbial clause fragment ’ bundles, the ‘noun phrase
The Existence of Supersymmetric String Theory with Torsion
, 2005
"... ... Strominger and Witten took the matric product of a maximal symmetric four dimensional spacetime M with a six dimensional Calabi–Yau vacua X as the ten dimensional spacetime; they identified the Yang–Mills connection with the SU(3) connection of the Calabi– Yau metric and set the dilaton to be a ..."
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Cited by 51 (5 self)
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the form e 2D(y) � gij(y) 0 0 gµν(x), x ∈ X, y ∈ M; the connection on an auxiliary bundle is Hermitian–Yang–Mills over X:
Faultdiameter of Cartesian Product of Graphs and Cartesian graph bundles
 INFORM. PROCESS. LETT
, 2006
"... Cartesian graph bundles is a class of graphs that is a generalization of the Cartesian graph products. Let G be a kGconnected graph and Dc(G) denote the diameter of G after deleting any of its c < kG vertices. We prove that if G1, G2,..., Gq are k1connected, k2connected,..., kqconnected graphs ..."
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Cited by 3 (2 self)
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bundle with fibre F over base B, a ≤ kF, and b ≤ kB. As an auxiliary result we prove that connectivity of graph bundle G is at least kF + kB.
Results 1  10
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