Searching for "The Transitive Reduction of a Directed Graph." – sorted by Relevance.
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Elimination Structures For Unsymmetric Sparse LU Factors
- . Elimination dags for sparse LU factorization. 3.1. Transitive reduction of a directed graph. Theorem 2
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Mining Process Models from Workflow Logs
- . An additional problem is that in the case of a directed graph with cycles the transitive reduction operation
- Cited by 108 (1 self) – Add To MetaCart
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A Machine Learning Approach to Workflow Management
- of a directed graph G is defined as a minimal subgraph of G having the same transitive closure as G
- Cited by 48 (0 self) – Add To MetaCart
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Ordering, Anisotropy, And Factored Sparse Approximate Inverses
- that were connected by a dipath u # # v in G. 2 The transitive reduction of a directed graph G is a
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Anisotropy and Factored Sparse Approximate Inverses
- numerical information from the matrix 2 The transitive reduction of a directed graph G is a graph G
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Dealing with Concurrency in Workflow Induction
- of a directed graph G is defined as a minimal subgraph of G having the same transitive closure as G
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Optimal Tracing and Replay for Debugging Shared-Memory Parallel Programs
- instead provides sufficient information. The transitive reduction of a directed graph is a (unique) graph
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A Coarse-Grained Parallel Algorithm for Maximal Cliques in Circle Graphs
- by transitivity. In other words, the transitive reduction of a directed graph G is the subgraph GR
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Trace Size vs Parallelism in Trace-and-Replay Debugging of Shared-Memory Programs
- is all that is necessary.The transitive reduction of a directed graph is a (unique) graph with all edges
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Maintenance of Implication Integrity Constraints under Updates to Constraints
- predicates either. Using the transitive reduction of a directed graph (Aho et al. 1972), a non
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