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Summary Adapting Parallel Algorithms to the W Stream Model with Applications to Graph Problems 1st Edition by Camil Demetrescu, Bruno Escoffier, Gabriel Moruz, Andrea Ribichini ISBN 9783540744566 - Digital Download

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Adapting Parallel Algorithms to the W Stream
Model with Applications to Graph Problems 1st
Edition by Camil Demetrescu, Bruno Escoffier,
Gabriel Moruz, Andrea Ribichini ISBN
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, Adapting Parallel Algorithms to the W-Stream
Model, with Applications to Graph Problems

Camil Demetrescu1 , Bruno Escoffier2, Gabriel Moruz3 , and Andrea Ribichini1
1
Dipartimento di Informatica e Sistemistica,
Università di Roma “La Sapienza”, Rome, Italy
{demetres,ribichini}@dis.uniroma1.it
2
Lamsade, Université Paris Dauphine, France

3
MADALGO, BRICS, Department of Computer Science,
University of Aarhus, Denmark




Abstract. In this paper we show how parallel algorithms can be turned
into efficient streaming algorithms for several classical combinatorial
problems in the W-Stream model. In this model, at each pass one input
stream is read and one output stream is written; streams are pipelined
in such a way that the output stream produced at pass i is given as
input stream at pass i + 1. Our techniques give new insights on devel-
oping streaming algorithms and yield optimal algorithms (up to polylog
factors) for several classical problems in this model including sorting, con-
nectivity, minimum spanning tree, biconnected components, and
maximal independent set.


1 Introduction

Data stream processing has gained increasing popularity in the last few years
as an effective paradigm for processing massive data sets. Huge data streams
arise in several modern applications, including database systems, IP traffic anal-
ysis, sensor networks, and transaction logs [13, 23]. Streaming is an effective
paradigm also in scenarios where the input data is not necessarily represented
as a data stream. Due to high sequential access rates of modern disks, streaming
algorithms can be effectively deployed for processing massive files on secondary
storage [14], providing new insights into the solution of computational problems
in external memory. In the classical read-only streaming model, algorithms are
constrained to access the input data sequentially in one (or few) passes, using
only a small amount of working memory, typically much smaller than the input
size [14, 18, 19]. Usual parameters of the model are the working memory size s
and the number of passes p that are performed over the data, which are usually

Supported in part by the Sixth Framework Programme of the EU under contract
number 001907 (“DELIS: Dynamically Evolving, Large Scale Information Systems”),
and by the Italian MIUR Project “MAINSTREAM: Algorithms for massive infor-
mation structures and data streams”.

L. Kučera and A. Kučera (Eds.): MFCS 2007, LNCS 4708, pp. 194–205, 2007.

c Springer-Verlag Berlin Heidelberg 2007

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