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Opening infinitely many nodes
"... Abstract: we develop a theory of holomorphic differentials on a certain class of noncompact Riemann surfaces obtained by opening infinitely many nodes. ..."
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Abstract: we develop a theory of holomorphic differentials on a certain class of noncompact Riemann surfaces obtained by opening infinitely many nodes.
Why so many nodes?
"... This paper provides an analysis of the representation of various grammatical phenomena in both constituency structure and dependency structure (hereafter cstructure and dstructure), including agreement, case marking, and word order in transitive sentences, as well as three theoretical constructs, ..."
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working with constituency grammars think that so many nodes are necessary? Upon examination, the extra nodes succeed only in confusing our understanding of syntactic phenomena. 1
RATIONAL SURFACES WITH MANY NODES
, 2000
"... Let X be a smooth rational projective algebraic surface over an algebraically closed field k of characteristic ̸ = 2. It is known that for any nodal curve C on X there exists a birational morphism f: X → X ′ such that the image of C is an ordinary double point (a node). Let ..."
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Cited by 22 (7 self)
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Let X be a smooth rational projective algebraic surface over an algebraically closed field k of characteristic ̸ = 2. It is known that for any nodal curve C on X there exists a birational morphism f: X → X ′ such that the image of C is an ordinary double point (a node). Let
PROJECTIVE SURFACES WITH MANY NODES
, 908
"... Abstract. We prove that a smooth projective complex surface X, not necessarily minimal, contains h 1,1 (X) − 1 disjoint (−2)curves if and only if X is isomorphic to a relatively minimal ruled rational surface F2 or P 2 or a fake projective plane. We also describe smooth projective complex surfaces ..."
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Abstract. We prove that a smooth projective complex surface X, not necessarily minimal, contains h 1,1 (X) − 1 disjoint (−2)curves if and only if X is isomorphic to a relatively minimal ruled rational surface F2 or P 2 or a fake projective plane. We also describe smooth projective complex surfaces X with h 1,1 (X) − 2 disjoint (−2)curves. 1.
A note on octic hypersurfaces with many nodes
, 2008
"... In the present note we use rank2bundles over P 3 to construct octic hypersurfaces with many nodes. We give an example with 128 nodes. ..."
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In the present note we use rank2bundles over P 3 to construct octic hypersurfaces with many nodes. We give an example with 128 nodes.
The many faces of Publish/Subscribe
, 2003
"... This paper factors out the common denominator underlying these variants: full decoupling of the communicating entities in time, space, and synchronization. We use these three decoupling dimensions to better identify commonalities and divergences with traditional interaction paradigms. The many v ..."
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Cited by 727 (23 self)
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This paper factors out the common denominator underlying these variants: full decoupling of the communicating entities in time, space, and synchronization. We use these three decoupling dimensions to better identify commonalities and divergences with traditional interaction paradigms. The many
CORE: A Collaborative Reputation mechanism to enforce node cooperation
 in Mobile Ad Hoc Networks. Communication and Multimedia Security
, 2002
"... hoc Networks. ..."
Biclustering of Expression Data
, 2000
"... An efficient nodedeletion algorithm is introduced to find submatrices... ..."
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Cited by 591 (0 self)
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An efficient nodedeletion algorithm is introduced to find submatrices...
GPSless Low Cost Outdoor Localization For Very Small Devices
, 2000
"... Instrumenting the physical world through large networks of wireless sensor nodes, particularly for applications like environmental monitoring of water and soil, requires that these nodes be very small, light, untethered and unobtrusive. The problem of localization, i.e., determining where a given no ..."
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Cited by 994 (29 self)
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node is physically located in a network is a challenging one, and yet extremely crucial for many of these applications. Practical considerations such as the small size, form factor, cost and power constraints of nodes preclude the reliance on GPS (Global Positioning System) on all nodes
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