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Holonomy groups in a topological connection theory and general connections on smooth principal bundles

, 2018
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Holonomy groups in a topological connection theory and general connections on smooth principal bundles

Holonomy groups in a topological connection theory and general connections on smooth principal bundles
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Generalized Forms, Connections, and Gauge Theories

International Journal of Theoretical Physics, 2003
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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BF AND ANTI-BF THEORIES IN THE GENERALIZED CONNECTION FORMALISM

Modern Physics Letters A, 2004
We present a generalized connection formalism to explicitly determine an off-shell BRST–anti-BRST algebra for BF theories. This results in the construction of anti-BF theories based on an anti-BRST exact quantum action. These are not fundamentally different from BF theories, since they are in complete duality with respect to a mirror symmetry of the ...
Aidaoui, A., Doebner, H.-D., Tahiri, M.
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On the Connections Between General Education Theories and Theories in Mathematics Education

Journal for Research in Mathematics Education, 2012
This book review explores Theories of Mathematics Education: Seeking New Frontiers, edited by Bharath Sriraman and Lyn English.
Roza Leikin, Rina Zazkis
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Random Graph Coverings I: General Theory and Graph Connectivity

Combinatorica, 2002
The authors introduce random graph covering: If \(G\) is a graph and \(n\) is an integer then replace each vertex of \(G\) by \(n\) copies of vertices and join these sets by random matchings whenever the corresponding vertices are adjacent in \(G\). The main result (to be followed by others about girth, chromatic number etc. in subsequent papers of the
Alon Amit, Nathan Linial
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A theory of general relativity by general connections. II

TRU Mathematics, 1984
In a previous paper [ibid. 20, 173-187 (1984; Zbl 0569.53010)], the author extended Einstein's theory of gravitation within the limits of the theory of general metric connections \(\Gamma\) (\(\Psi\) (x),G) and got a system of partial differential equations on \(\Gamma\) (\(\Psi\) (x),G): \[ (0.1)\quad \Psi^ 3(R^{\mu \nu}-g^{\mu \nu}S)- (\nabla_ ...
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Generalizations of jets and reflections in the theory of connections

Publicationes Mathematicae Debrecen, 2001
The author first deduces some algebraic properties of the \(r\)-th order quasijets, that are defined as certain linear morphisms between the \(r\)-times iterated tangent bundles in such a way that the classical \(r\)-jets and the nonholonomic \(r\)-jets form a special case of the quasijets.
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General theory of law in connection with the axiology of values

2021
The monograph presents the author's view on the legal quality of law from the point of view of the theory of law as the norms of coordinating interests about values. The author gives an assessment of the norms of law as the norms of differentiation and coordination of relations regarding values. The article analyzes what is the driving principle of law:
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