A remark on equivalence relation
Đ. Kurepa (1969)
Matematički Vesnik
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Displaying similar documents to “Equivalence of holonomic differential equations.”
A remark on equivalence relation
m-existentially complete structures
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Higher order Cartan connections.
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Krym, Victor R. (1997)
Southwest Journal of Pure and Applied Mathematics [electronic only]
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Geometric structures associated with certain dynamical systems. (Structures géométriques associées à certains systèmes dynamiques.)
Obădeanu, V. (2000)
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Fundamenta Mathematicae
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Let 𝒦 be a class of finite relational structures. We define ℰ𝒦 to be the class of finite relational structures A such that A/E ∈ 𝒦, where E is an equivalence relation defined on the structure A. Adding arbitrary linear orderings to structures from ℰ𝒦, we get the class 𝒪ℰ𝒦. If we add linear orderings to structures from ℰ𝒦 such that each E-equivalence class is an interval then we get the class 𝒞ℰ[𝒦*]. We provide a list of Fraïssé classes among ℰ𝒦, 𝒪ℰ𝒦 and 𝒞ℰ[𝒦*]. In addition,...
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M. Đurić (1974)
Matematički Vesnik
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J. M. Klitchieff (1950)
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Miroslav Doupovec, Włodzimierz M. Mikulski (2011)
Annales Polonici Mathematici
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We describe all bundle functors G admitting natural operators transforming rth order holonomic connections on a fibered manifold Y → M into rth order holonomic connections on GY → M. For second order holonomic connections we classify all such natural operators.