Searching for "Congruence Types." – sorted by Relevance.
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Congruence Types
- Congruence types ? Gilles Barthe 1;3 and Herman Geuvers 2;3 1 Centrum voor Wiskunde en
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GEOMETRY AND COMPLEXITY OF O’HARA’S ALGORITHM
- ’Hara’s bijection can be viewed geometrically as a certain scissor congruence type result. Second, we obtain a
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Euler systems and Jochnowitz congruences
- of the special value L(g/K, 1). Congruences of this type were anticipated by Jochnowitz, and for this reason
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Enumeration of Symmetry Classes of Convex Polyominoes in the Square Lattice
- (UQAM) Abstract This paper concerns the enumeration of rotation-type and congruence-type convex
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Around Real Enriques Surfaces
- .1 and 4.2 is proved similar to the well known Arnold-Gudkov-Rokhlin type congruences. Let Discr H
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Extending Howe’s method to early bisimulations for typed mobile embedded resources with local names
- discussion). Consequently, any non-trivial congruence must be well typed, meaning that related processes r
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A Geometric Consequence of Residual Smallness
- (ff; `; ffi) fails, and ff is a minimal congruence of type 2, 3, or 4. Then the RL configuration occurs in C
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Chief Factor Sizes In Finitely Generated Varieties
- type is 1 or 5. On the other hand, tame congruence theory produces the following positive result
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Relating Semantic Models for the Object Calculus
- the relations A ', congruence at type Top, viz. Top ' , is the most discriminating and Bool ' the least
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A Functional Abstraction of Typed Contexts
- typed expression language with higher-order functions and first-class continuations; its congruence
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