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Fully dynamic all pairs shortest paths with real edge weights

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2 Author(s)
Demetrescu, C. ; Dipt. di Informatica e Sistemistica, La Sapienza Univ., Rome, Italy ; Italiano, G.F.

We present the first fully dynamic algorithm for maintaining all pairs shortest paths in directed graphs with real-valued edge weights. Given a dynamic directed graph G such that each edge can assume at most S different real values, we show how to support updates deterministically in O(S·n2.5log3n) amortized time and queries in optimal worst-case time. No previous fully dynamic algorithm was known for this problem. In the special case where edge weights can only be increased, we give a randomized algorithm with one-sided error which supports updates faster in O(S·nlog3n) amortized time.

Published in:
Foundations of Computer Science, 2001. Proceedings. 42nd IEEE Symposium on

Date of Conference: 8-11 Oct. 2001

Page(s):
260 - 267
Print ISBN:
0-7695-1116-3
INSPEC Accession Number:
7121399
Digital Object Identifier :
10.1109/SFCS.2001.959900
Product Type:
Conference Publications

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