5,128 research outputs found

    The Intellectual Woman’s Cage: Complicating Ideals of Fanon’s “Native Intellectual” in Nervous Conditions

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    This paper examines—through a post-colonial lens— Tsitsi Dangarembga’s novel Nervous Conditions. In particular, this paper analyzes the characters of Tambu, Nyasha, and Maiguru and how their Western education allows them to fit into their roles as “native intellectuals.” Imposing Franz Fanon’s phases of becoming a “native intellectual” onto these strong, educated female characters greatly complicates his term and process. The idea of the native intellectual is most often applied to men. However, in terms of Dangarembga’s work, it is the female characters that rise to this title. In this acquisition of education the female characters are truly “between two worlds” as they battle both the colonizing culture and the intense patriarchy of their own

    Commuting charges and symmetric spaces

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    Every classical sigma-model with target space a compact symmetric space G/HG/H (with GG classical) is shown to possess infinitely many local, commuting, conserved charges which can be written in closed form. The spins of these charges run over a characteristic set of values, playing the role of exponents of G/HG/H, and repeating modulo an integer hh which plays the role of a Coxeter number.Comment: LaTeX, 16 pages; v2: footnote adde

    Two monopoles of one type and one of another

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    The metric on the moduli space of charge (2,1) SU(3) Bogomolny-Prasad-Sommerfield monopoles is calculated and investigated. The hyperKahler quotient construction is used to provide an alternative derivation of the metric. Various properties of the metric are derived using the hyperKahler quotient construction and the correspondence between BPS monopoles and rational maps. Several interesting limits of the metric are also considered.Comment: 48 pages, LaTeX, 2 figures. Typos corrected. Version in JHE

    Conserved Charges and Supersymmetry in Principal Chiral Models

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    We report on investigations of local (and non-local) charges in bosonic and supersymmetric principal chiral models in 1+1 dimensions. In the bosonic PCM there is a classically conserved local charge for each symmetric invariant tensor of the underlying group. These all commute with the non-local Yangian charges. The algebra of the local charges amongst themselves is rather more subtle. We give a universal formula for infinite sets of mutually commuting local charges with spins equal to the exponents of the underlying classical algebra modulo its Coxeter number. Many of these results extend to the supersymmetric PCM, but with local conserved charges associated with antisymmetric invariants in the Lie algebra. We comment briefly on the quantum conservation of local charges in both the bosonic and super PCMs.Comment: 18 pages, LaTeX. Revised and up-dated version based on conference talks by JME and NJ

    Updating predictive accident models of modern rural single carriageway A-roads

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    Reliable predictive accident models (PAMs) are essential to design and maintain safe road networks and yet the models most commonly used in the UK were derived using data collected 20 to 30 years ago. Given that the national personal injury accident total fell by some 30% in the last 25 years, while road traffic increased by over 60%, significant errors in scheme appraisal and evaluation based on the models currently in use seem inevitable. In this paper the temporal transferability of PAMs for modern rural single carriageway A-roads is investigated and their predictive performance is evaluated against a recent data set. Despite the age of these models, the PAMs for predicting the total accidents provide a remarkably good fit to recent data and these are more accurate than models where accidents are disaggregated by type. The performance of the models can be improved by calibrating them against recent data

    Enhanced star formation: The importance of bars in spiral galaxies

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    It was found that among an IR luminous subset of nearby spiral galaxies, nearly all of the systems with IRAS colors and luminosities indicative of enhanced star formation are barred. Radio continuum and IR spectroscopic results support the hypothesis that this emission originates within the central 2 kpc; possibly in a circumnuclear ring. It was also found that outer rings are over represented among these barred systems and suggest possible reasons for this phenomena

    Invariant tensors and Casimir operators for simple compact Lie groups

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    The Casimir operators of a Lie algebra are in one-to-one correspondence with the symmetric invariant tensors of the algebra. There is an infinite family of Casimir operators whose members are expressible in terms of a number of primitive Casimirs equal to the rank of the underlying group. A systematic derivation is presented of a complete set of identities expressing non-primitive symmetric tensors in terms of primitive tensors. Several examples are given including an application to an exceptional Lie algebra.Comment: 11 pages, LaTeX, minor changes, version in J. Math. Phy
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