Searching for "Generalising compactness." – sorted by Relevance.
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P-Adic Lattices Of Pseudo Reflection Groups
- groups, a homotopy theoretic generalisation of compact Lie groups. The associated lattices
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Experiments in Structure Preserving Grammar Compaction
- not only been compacted but also improved by correct generalisation. However, the additional rule might
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Geodesic Ground Truth Correspondence Measure for Benchmarking
- 1 2 1 2 3 1 2 Nr of modes 3 gt mdl Figure 2: Generalisation, compactness and specificity
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A Ground Truth Correspondence Measure for Benchmarking
- . Generalisation, compactness and specificity of the ground truth boxbump model and the optimised box bump model
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Defaults as restrictions on classical Hilbert-style proofs
- to define a default logic through a generalisation of this compactness property of Reiter's, Brewka
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Classifying Spaces
- classifying spaces of compact lie groups and finite loop spaces classifying spaces of compact lie
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Lie Group Transformations of Objects in Images
- solid object and smooth measurements of the two dimensional images. All results generalise to compact
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Centers And Finite Coverings Of Finite Loop Spaces
- to be the homotopy theoretic generalisation of compact Lie groups. For a compact Lie group G the tripel (G; BG; e
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Three-Dimensional Orthogonal Graph Drawing with Optimal Volume
- . The technique used is a generalisation of the COMPACT algorithm of Eades et al. [13] for point
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Topological Models for Higher Order Control Flow
- , in the comparative study of L co2 we need a generalisation to compactly branching transition systems. This is
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