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Parallel Tree Contraction
In computer science, parallel tree contraction is a broadly applicable technique for the parallel solution of a large number of tree problems, and is…
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Related topics
Related topics
11 relations
Binary expression tree
Common subexpression elimination
Computer science
Euler tour technique
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Papers overview
Semantic Scholar uses AI to extract papers important to this topic.
2015
2015
Ray Specialized Contraction on Bounding Volume Hierarchies
Yan Gu
,
Yong He
,
G. Blelloch
Computer graphics forum (Print)
2015
Corpus ID: 21661588
In this paper we propose a simple but effective method to modify a BVH based on ray distribution for improved ray tracing…
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2009
2009
Solving Hypertree Structured CSP: Sequential and Parallel Approaches
M. Lalou
,
Z. Habbas
,
Kamal Amroun
RCRA@AI*IA
2009
Corpus ID: 3445329
Solving CSP is in general NP-Complete. However, there are various subsets of CSPs that can be solved in polynomial time. Some of…
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2001
2001
A Fast Parallel Tree Contraction for the Ray-object Calculus Using Open-MP
Z. Habbas
,
F. Herrmann
,
M. Krajecki
Computers and artificial intelligence
2001
Corpus ID: 33575328
Ray tracing is a well known algorithm in the visualization area for its image quality and its simplicity. Unfortunately, it is…
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2000
2000
A no-busy-wait balanced tree parallel algorithmic paradigm
U. Vishkin
ACM Symposium on Parallelism in Algorithms and…
2000
Corpus ID: 10649495
Suppose that a parallel algorithm can include any number of parallel threads. Each thread can proceed without ever having to busy…
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1995
1995
Efficient Parallel Algorithms for Planar DAGs
Stephen Guattery
,
G. Miller
1995
Corpus ID: 6186495
We show that testing reachability in a planar DAG can be performed in parallel in O(log n log* n) time (O(log n) time using…
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1994
1994
1 Prior Work on sequential incremental tree algorithms
J. Reif
,
S. Tate
1994
Corpus ID: 7148836
Parallel tree contraction has been found to be a useful and quite powerful tool for the design of a wide class of efficient graph…
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1987
1987
A Parallel Tree Contraction Algorithm
Karl R. Abrahamson
,
Norm Dadoun
,
D. Kirkpatrick
,
T. Przytycka
1987
Corpus ID: 118858675
A simple reduction from the tree contraction problem to the list ranking problem is presented. The reduction takes O$(\log n…
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1987
1987
Parallel Algorithms for Message Decomposition
S. Teng
,
Bin Wang
J. Parallel Distributed Comput.
1987
Corpus ID: 8512126
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