Results 201 to 210 of about 28,620 (257)
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Slender-Set Differential Cryptanalysis
Journal of Cryptology, 2011zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Julia Borghoff +3 more
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Journal of Fluid Mechanics, 1979
Flows of incompressible inviscid heavy fluids with free or rigid boundary surfaces are considered. For slender streams of fluid, the flow and the free boundaries are represented by a number of different asymptotic expansions in powers of the slenderness ratio. There are three kinds of outer expansions representing respectively jets, which have two free
Geer, James, Keller, Joseph B.
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Flows of incompressible inviscid heavy fluids with free or rigid boundary surfaces are considered. For slender streams of fluid, the flow and the free boundaries are represented by a number of different asymptotic expansions in powers of the slenderness ratio. There are three kinds of outer expansions representing respectively jets, which have two free
Geer, James, Keller, Joseph B.
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Bull. EATCS, 2020
Summary: We survey main results concerning slender languages. We characterize slender regular and context-free languages and show that slenderness is decidable for context-free languages. Also a connection between slender languages, Cobham's theorem and ambiguity of coprefix languages of infinite words is discussed.
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Summary: We survey main results concerning slender languages. We characterize slender regular and context-free languages and show that slenderness is decidable for context-free languages. Also a connection between slender languages, Cobham's theorem and ambiguity of coprefix languages of infinite words is discussed.
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Slenderness in abelian categories
1983In our paper [2] we have characterized slender torsion free modules over domains, by means of their submodules and certain Hom-sets. This note extends many of those results to arbitrary abelian categories with products and coproducts.
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2008
This paper states the compatibility conditions to be satisfied for incompressible flow in slender vortices. The axis of the vortex is assumed to be parallel to the direction of the freestream, the radius of the core to be small in comparison to the length of the vortex, and the flow to be axially symmetric.
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This paper states the compatibility conditions to be satisfied for incompressible flow in slender vortices. The axis of the vortex is assumed to be parallel to the direction of the freestream, the radius of the core to be small in comparison to the length of the vortex, and the flow to be axially symmetric.
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Journal of the London Mathematical Society, 2008
Rod Downey, Antonio Montalbán
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Rod Downey, Antonio Montalbán
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Gurney Flaps on Slender and Non-Slender Delta Wings
24th AIAA Applied Aerodynamics Conference, 2006Douglas Greenwell +4 more
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