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Generalized Forms, Connections, and Gauge Theories
International Journal of Theoretical Physics, 2003zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Random Graph Coverings I: General Theory and Graph Connectivity
Combinatorica, 2002The 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
Amit, Alon, Linial, Nathan
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BF AND ANTI-BF THEORIES IN THE GENERALIZED CONNECTION FORMALISM
Modern Physics Letters A, 2004We 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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Connections between coupled cluster and generalized valence bond theories
The Journal of Chemical Physics, 2001We explore the fundamental connections between certain approximate coupled cluster (CC) and generalized valence bond (GVB) wave functions. We show that the GVB restricted configuration interaction (GVB-RCI) wave function can be associated with a compact CC expansion in the valence space.
Troy Van Voorhis, Martin Head-Gordon
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Generalized adiabatic connection in density functional theory
The Journal of Chemical Physics, 1998A generalized adiabatic connection is developed for density functional theory. The method extends the well-known adiabatic connection formula and provides a general link between the Kohn–Sham and the physical system. When the complimentary error function is used as a special case, the expression for the exchange-correlation functional does not have the
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Reflection on Organization Theory: Connecting General System Theory to Open Systems Theory
SSRN Electronic Journal, 2015In this reflection, this paper seeks to highlight the interconnectedness of Bertalanfyy's (1950) General System Theory to Open Systems Theory (Fu & Kirk, 199). In doing this, I define and explain the General System Theory conceptualized by Ludwig von Bertalanfyy in the 1950s and its interconnectedness to Fu and Kirk's (1999) model of open systems.
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Curvature theory of generalized second order gauge connections
Publicationes Mathematicae Debrecen, 1997In this paper Miron's \(d\)(distinguished)-gauge connections are generalized in such a way that the usual invariance conditions are no longer required. Local coordinates of the space are divided into 3 parts. Consequently the tangent bundle splits into the sum of 3 bundles (Whitney sum) as well.
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General Theory of Unary Intensional Connectives
1976Unary connectives are of special interest as many known intensional operators such as necessity, tense operators, statability operators etc. are unary. We therefore begin with the study of the general properties of one unary connective. Our plan is to study various possible N-logical systems X, with one unary connective and analyse their corresponding ...
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The connecting homomorphism for K-theory of generalized free products
Geometriae Dedicata, 2010In the paper the author considers a category \(\mathcal C\) with cofibrations and two subcategories of weak equivalences, \(v{\mathcal C} \subset w{\mathcal C} .\) Let \({\mathcal C}^{w}\) denote the subcategory with cofibrations of \({\mathcal C}\) which consists of the objects \(A\) of \({\mathcal C}\) such that the map \(* \rightarrow A\) is in \(w{\
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