Searching for authors named "Angus Macintyre" – sorted by Relevance.
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Bounding VC-Dimension for Neural Networks: Progress and Prospects
- Bounding VC-Dimension for Neural Networks: Progress and Prospects Marek Karpinski ? (Bonn) Angus
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VC Dimension of Sigmoidal and General Pfaffian Neural Networks
- VC Dimension of Sigmoidal and General Pfaffian Neural Networks Marek Karpinski 1 Angus Macintyre
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Polynomial Bounds for VC Dimension of Sigmoidal and General Pfaffian Neural Networks
- Karpinski Dept. of Computer Science University of Bonn 53117 Bonn Angus Macintyre y Mathematical
- Cited by 42 (0 self) – Add To MetaCart
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Polynomial Bounds for VC Dimension of Sigmoidal Neural Networks
- . of Computer Science University of Bonn 53117 Bonn Angus Macintyre y Mathematical Institute University
- Cited by 30 (0 self) – Add To MetaCart
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A Failure of Quantifier Elimination
- A failure of quantifier elimination Angus Macintyre* Oxford University David Marker** University
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Model theory of the Frobenius on the Witt vectors
- Model Theory of Frobenius on Witt Vectors Luc Bélair ∗ Angus Macintyre † Thomas Scanlon ‡ February
- Cited by 2 (2 self) – Add To MetaCart
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Finiteness Results for Sigmoidal "Neural" Networks
- Finiteness Results for Sigmoidal "Neural" Networks (Extended Abstract) Angus Macintyre
- Cited by 40 (11 self) – Add To MetaCart
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A Generalization of Wilkie's Theorem of the Complement, and an Application to Pfaffian Closure
- Marek Karpinski (Bonn) Angus Macintyre (Edinburgh) y Abstract Using a modification of Wilkie
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o-Minimal Expansions of the Real Field: A Characterization, and an Application to Pfaffian Closure
- Marek Karpinski (Bonn) Angus Macintyre (Oxford) y Abstract Using a modification of Wilkie's recent
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Logarithmic-Exponential Series
- LOGARITHMIC-EXPONENTIAL SERIES Lou van den Dries*, Angus Macintyre** and David Marker*** Abstract
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