34,354 research outputs found
Use of representative operation counts in computational testings of algorithms
Includes bibliographical references (p. 25-26).Ravindra K. Ahuja, James B. Orlin
Integration of tools for the Design and Assessment of High-Performance, Highly Reliable Computing Systems (DAHPHRS), phase 1
Systems for Space Defense Initiative (SDI) space applications typically require both high performance and very high reliability. These requirements present the systems engineer evaluating such systems with the extremely difficult problem of conducting performance and reliability trade-offs over large design spaces. A controlled development process supported by appropriate automated tools must be used to assure that the system will meet design objectives. This report describes an investigation of methods, tools, and techniques necessary to support performance and reliability modeling for SDI systems development. Models of the JPL Hypercubes, the Encore Multimax, and the C.S. Draper Lab Fault-Tolerant Parallel Processor (FTPP) parallel-computing architectures using candidate SDI weapons-to-target assignment algorithms as workloads were built and analyzed as a means of identifying the necessary system models, how the models interact, and what experiments and analyses should be performed. As a result of this effort, weaknesses in the existing methods and tools were revealed and capabilities that will be required for both individual tools and an integrated toolset were identified
Computational investigations of maximum flow algorithms
"April 1995."Includes bibliographical references (p. 55-57).by Ravindra K. Ahuja ... [et al.
Applying Winnow to Context-Sensitive Spelling Correction
Multiplicative weight-updating algorithms such as Winnow have been studied
extensively in the COLT literature, but only recently have people started to
use them in applications. In this paper, we apply a Winnow-based algorithm to a
task in natural language: context-sensitive spelling correction. This is the
task of fixing spelling errors that happen to result in valid words, such as
substituting {\it to\/} for {\it too}, {\it casual\/} for {\it causal}, and so
on. Previous approaches to this problem have been statistics-based; we compare
Winnow to one of the more successful such approaches, which uses Bayesian
classifiers. We find that: (1)~When the standard (heavily-pruned) set of
features is used to describe problem instances, Winnow performs comparably to
the Bayesian method; (2)~When the full (unpruned) set of features is used,
Winnow is able to exploit the new features and convincingly outperform Bayes;
and (3)~When a test set is encountered that is dissimilar to the training set,
Winnow is better than Bayes at adapting to the unfamiliar test set, using a
strategy we will present for combining learning on the training set with
unsupervised learning on the (noisy) test set.Comment: 9 page
Boosting Haplotype Inference with Local Search
Abstract. A very challenging problem in the genetics domain is to infer haplotypes from genotypes. This process is expected to identify genes affecting health, disease and response to drugs. One of the approaches to haplotype inference aims to minimise the number of different haplotypes used, and is known as haplotype inference by pure parsimony (HIPP). The HIPP problem is computationally difficult, being NP-hard. Recently, a SAT-based method (SHIPs) has been proposed to solve the HIPP problem. This method iteratively considers an increasing number of haplotypes, starting from an initial lower bound. Hence, one important aspect of SHIPs is the lower bounding procedure, which reduces the number of iterations of the basic algorithm, and also indirectly simplifies the resulting SAT model. This paper describes the use of local search to improve existing lower bounding procedures. The new lower bounding procedure is guaranteed to be as tight as the existing procedures. In practice the new procedure is in most cases considerably tighter, allowing significant improvement of performance on challenging problem instances.
All Maximal Independent Sets and Dynamic Dominance for Sparse Graphs
We describe algorithms, based on Avis and Fukuda's reverse search paradigm,
for listing all maximal independent sets in a sparse graph in polynomial time
and delay per output. For bounded degree graphs, our algorithms take constant
time per set generated; for minor-closed graph families, the time is O(n) per
set, and for more general sparse graph families we achieve subquadratic time
per set. We also describe new data structures for maintaining a dynamic vertex
set S in a sparse or minor-closed graph family, and querying the number of
vertices not dominated by S; for minor-closed graph families the time per
update is constant, while it is sublinear for any sparse graph family. We can
also maintain a dynamic vertex set in an arbitrary m-edge graph and test the
independence of the maintained set in time O(sqrt m) per update. We use the
domination data structures as part of our enumeration algorithms.Comment: 10 page
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