542,626 research outputs found

    Dynamic Matrix-Fracture Transfer Behaviour in Dual-Porosity Models

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    Imperial Users onl

    Closed expression of the interaction kernel in the Bethe-Salpeter equation for quark-antiquark bound states

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    The interaction kernel in the Bethe-Salpeter equation for quark-antiquark bound states is derived from the Bethe-Salpeter equations satisfied by the quark-antiquark four-point Green's function. The latter equations are established based on the equations of motion obeyed by the quark and antiquark propagators, the four-point Green's function and some other kinds of Green's functions which follow directly from the QCD generating functional. The B-S kernel derived is given an exact and explicit expression which contains only a few types of Green's functions. This expression is not only convenient for perturbative calculations, but also suitable for nonperturbative investigations.Comment: 27 pages,no figure

    Revisiting Play School: A historical case study of the BBC’s address to the pre-school audience

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    Although clearly recognised in broader institutional histories of British children’s television as a significant moment in the BBC’s address toward the pre-school child, Play School (BBC 1964-88) has not been the focus of sustained archival analysis. This arguably reflects the fact that a good deal of work on children’s television in Britain adopts either an institutional or an audience focus, and the study of programmes cultures is often more neglected. This article seeks to revisit Play School using available historical documentation – including memos, scripts and press cuttings - from the BBC Written Archive Centre, as well as early surviving episodes (principally from 1964). In doing so, it seeks to explore how it fitted into BBC’s historical address to the pre-school child, how it intersected with discourses on pre-school education, and the range of institutional and social contexts surrounding its emergence. Key Words: Play School * Pre-school television * BBC * Child audienc

    Classification of derivation-simple color algebras related to locally finite derivations

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    We classify the pairs (A,D)(A,D) consisting of an (ϵ,Γ)(\epsilon,\Gamma)-olor-commutative associative algebra AA with an identity element over an algebraically closed field FF of characteristic zero and a finite dimensional subspace DD of (ϵ,Γ)(\epsilon,\Gamma)-color-commutative locally finite color-derivations of AA such that AA is Γ\Gamma-graded DD-simple and the eigenspaces for elements of DD are Γ\Gamma-graded. Such pairs are the important ingredients in constructing some simple Lie color algebras which are in general not finitely-graded. As some applications, using such pairs, we construct new explicit simple Lie color algebras of generalized Witt type, Weyl type.Comment: 15 page
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