2009
DOI: 10.1016/j.is.2008.04.002
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GrouPeer: Dynamic clustering of P2P databases

Abstract: Abstract. Sharing structured data in a P2P network is a challenging problem, especially in the absence of a mediated schema. The standard practice of answering a consecutively rewritten query along the propagation path often results in significant loss of information. On the opposite, the use of mediated schemas requires human interaction and global agreement, both during creation and maintenance. In this paper we present GrouPeer, an adaptive, automated approach to both issues in the context of unstructured P… Show more

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Cited by 38 publications
(52 citation statements)
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“…This can be achieved either manually or using one of the proposed schemes (e.g., [12,16]). Finally, we also assume that peer mappings between acquaintees are of the widely-known GAV/LAV/GLAV form [6,13] and peer schemas are relational, (i.e., the only internal mappings are foreign key constraints).…”
Section: Interest Group Creationmentioning
confidence: 99%
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“…This can be achieved either manually or using one of the proposed schemes (e.g., [12,16]). Finally, we also assume that peer mappings between acquaintees are of the widely-known GAV/LAV/GLAV form [6,13] and peer schemas are relational, (i.e., the only internal mappings are foreign key constraints).…”
Section: Interest Group Creationmentioning
confidence: 99%
“…The latter is supposed to merge its own schema with the group schema it receives according to the merging procedure described in the section 2.2. Every peer P 1 For more details on concepts, see [12] V on the network path of the inference process determines its acquaintees P j for which SS(S I , S P j ) ≥ t, adds the respective pair P j , SS(S I , S P j ), to ST (I) and orders it. Any peer P on the inference process path calculates SS(S I , S P j ) indirectly, as the product: SS(S I , S P ) · SS(S ′ P , S P j ), where S ′ P is the part of S P mapped on S I .…”
Section: Group Inferencementioning
confidence: 99%
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