4,289 research outputs found

    Quasiconformality and mass

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    We identify universal quasiconformal (walking) behaviour in non-Abelian gauge field theories based on the mass-dependent all-order beta-function introduced in arXiv:0908.1364. We find different types of walking behaviour in the presence of (partially) massive species. We employ our findings to the construction of candidate theories for dynamical electroweak symmetry breaking by walking technicolour.Comment: 16 pages, 8 figures

    Exotic Statistics for Ordinary Particles in Quantum Gravity

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    Objects exhibiting statistics other than the familiar Bose and Fermi ones are natural in theories with topologically nontrivial objects including geons, strings, and black holes. It is argued here from several viewpoints that the statistics of ordinary particles with which we are already familiar are likely to be modified due to quantum gravity effects. In particular, such modifications are argued to be present in loop quantum gravity and in any theory which represents spacetime in a fundamentally piecewise-linear fashion. The appearance of unusual statistics may be a generic feature (such as the deformed position-momentum uncertainty relations and the appearance of a fundamental length scale) which are to be expected in any theory of quantum gravity, and which could be testable.Comment: Awarded an honourable mention in the 2008 Gravity Research Foundation Essay Competitio

    A Phase Transistion in the Water Coupled to a Local External Perturbation

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    A flux of ideal fluid coupled to perturbation is investigated by nonperturbative methods of the quantum field theory. Asymptotic behavior of the flux coupled to perturbation turns out to be similiar to that of superfluids.Comment: 17 pages, 5 figures, Late

    The Post-Newtonian Limit of f(R)-gravity in the Harmonic Gauge

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    A general analytic procedure is developed for the post-Newtonian limit of f(R)f(R)-gravity with metric approach in the Jordan frame by using the harmonic gauge condition. In a pure perturbative framework and by using the Green function method a general scheme of solutions up to (v/c)4(v/c)^4 order is shown. Considering the Taylor expansion of a generic function ff it is possible to parameterize the solutions by derivatives of ff. At Newtonian order, (v/c)2(v/c)^2, all more important topics about the Gauss and Birkhoff theorem are discussed. The corrections to "standard" gravitational potential (tttt-component of metric tensor) generated by an extended uniform mass ball-like source are calculated up to (v/c)4(v/c)^4 order. The corrections, Yukawa and oscillating-like, are found inside and outside the mass distribution. At last when the limit f→Rf\rightarrow R is considered the f(R)f(R)-gravity converges in General Relativity at level of Lagrangian, field equations and their solutions.Comment: 16 pages, 10 figure

    Letter from William De Witt Snodgrass to Louis Untermeyer, September 29, 1962

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    Letter from William De Witt Snodgrass to Louis Untermeyer concerning edits to his poem Meat Boy.https://scholars.unh.edu/snodgrass/1006/thumbnail.jp

    Letter from William De Witt Snodgrass to Louis Untermeyer, September 20, 1962

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    Letter from William De Witt Snodgrass to Louis Untermeyer discussing edits and changes to the manuscript of the poem Meat Boy.https://scholars.unh.edu/snodgrass/1005/thumbnail.jp

    Letter from William De Witt Snodgrass to Louis Untermeyer, July 10, 1962

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    Letter from William De Witt Snodgrass to accompany a copy of his poem Meat Boy that he sent Louis Untermeyer for criticism.https://scholars.unh.edu/snodgrass/1002/thumbnail.jp

    Letter from William De Witt Snodgrass to Louis Untermeyer, July 28, 1962

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    Letter from William De Witt Snodgrass to Louis Untermeyer concerning his edits to the poem Meat Boy.https://scholars.unh.edu/snodgrass/1003/thumbnail.jp

    Letter from William De Witt Snodgrass to William Ewert, January 14, 1982

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    Letter from William De Witt Snodgrass to William Ewert concerning Snodgrass\u27s poem The Meat Boy.https://scholars.unh.edu/snodgrass/1014/thumbnail.jp
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