(Enter summary)
Abstract: Time-space lower bounds
for undirected and directed
st-connectivity
on JAG models
Jeff A. Edmonds
Doctor of Philosophy 1993
Department of Computer Science
University of Toronto
Directed and undirected st-connectivity are important problems in computing. There are algorithms
for the undirected case that use O (n) time and algorithms that use O (log n) space. The
first result of this thesis proves that, in a very natural structured model, the JAG (Jumping Automata
for Graphs), these upper... (Update)
Context of citations to this paper: More
.... = log n) on the JAG model by Barnes and Edmonds [BE93] and that of S 1=3 T 2 Omega Gamma n 4=3 ) on the NNJAG model by Edmonds [Edm93a] Our lower bound is tight for S 2 O(n 1 Gammaffi ) for any ffi 0, matching the upper bound of Barnes et al. BBRS92] As a corollary of...
.... st connectivity result using recursive flyswatters as given in my thesis and in STOC 93 [Ed93a, Ed PHD]. The input graph and the reduction techniques in the two proofs are similar. The main difference is that JAG result is reduced to a different game. In this paper, the...
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BibTeX entry: (Update)
J. A. Edmonds. Time-Space Lower Bounds for Undirected and Directed ST-Connectivity on JAG Models. PhD thesis, University of Toronto, Aug. 1993. http://citeseer.ist.psu.edu/21032.html More
@misc{ edmonds93timespace,
author = "J. Edmonds",
title = "Time-Space Lower Bounds for Undirected and Directed ST-Connectivity on
JAG Models",
text = "J. A. Edmonds. Time-Space Lower Bounds for Undirected and Directed ST-Connectivity
on JAG Models. PhD thesis, University of Toronto, Aug. 1993.",
year = "1993",
url = "citeseer.ist.psu.edu/21032.html" }
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Time-Space Lower Bounds for Directed s-t Connectivity on JAG..
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