671 research outputs found

    Road User Charging – Pricing Structures.

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    This project considers the extent to which the public could cope with complex price or tariff structures such as those that might be considered in the context of a national congestion pricing scheme. The key elements of the brief were: • to review existing studies of road pricing schemes to assess what information and evidence already exists on the key issues; • to identify what can be learned about pricing structures from other transport modes and other industries and in particular what issues and conclusions might be transferable; • to improve the general understanding of the relationship between information and people’s ability to respond; and • to recommend what further research would be most valuable to fill evidence gaps and enable conclusions to be drawn about an effective structure

    The Weiss conjecture on admissibility of observation operators for contraction semigroups

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    We prove the conjecture of George Weiss for contraction semigroups on Hilbert spaces, giving a characterization of infinite-time admissible observation functionals for a contraction semigroup, namely that such a functional C is infinite-time admissible if and only if there is an M > 0 such that parallel to IC(sI - A)(-1)parallel to less than or equal to M/root Re s for all s in the open right half-plane. Here A denotes the infinitesimal generator of the semigroup. The result provides a simultaneous generalization of several celebrated results from the theory of Hardy spaces involving Carleson measures and Hankel operators

    Final Submission by Peter Bonsall to Public Inquiry on Leeds Trolleybus

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    Invited Submission to the Leeds City Council Scrutiny Board (City Development)

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    This document has been prepared for the Board’s meeting on 23rd November 2016 in response to its invitation to me to give my views on (1) the lessons to be learned and applied following the failure of the Supertram and NGT projects, (2) on local community engagement in the development of future transport schemes and projects and (3) on what solutions and options should be considered. So what are the lessons? I. The decision to pursue a particular approach or scheme should be made only after serious consideration of alternatives. II. Politicians should not commit themselves too firmly to any particular scheme before it has been subject to rigorous analysis. III. Attempts to influence opinion (of the public, of the business community or of the Government) in favour of a particular scheme should not begin until it is clear that it is actually the best option. IV. Consultants engaged to provide technical advice and assistance should be required to provide an honest and unbiased assessment of the strengths and weaknesses of each option rather than simply to provide analysis which supports a favourite scheme. This will become increasingly necessary as DfT’s role in vetting proposals is reduced; V. Independent experts should be brought in to check the robustness of the analyses and, again, this will become increasingly necessary as DfT’s role in vetting proposals is reduced; VI. The high level of local opposition to the trolleybus scheme resulted from the fact that the scheme did not address the needs and aspirations of the local communities and businesses and was exacerbated by the belief that the consultation had been inadequate (see below). VII. Undue concentration on a single major project diverts attention from the development of alternative strategies and from the implementation of less glamourous but potentially much more cost effective projects

    Hybrid phase at the quantum melting of the Wigner crystal

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    We study the quantum melting of the two-dimensional Wigner crystal using a fixed node quantum Monte-Carlo approach. In addition to the two already known phases (Fermi liquid at large density and Wigner crystal at low density), we find a third stable phase at intermediate values of the density. The third phase has hybrid behaviors in between a liquid and a solid. This hybrid phase has the nodal structure of a Slater determinant constructed out of the bands of a triangular lattice.Comment: 5 pages, 4 figure

    Inclusive fitness forces of selection in an age-structured population

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    Hamilton’s force of selection acting against age-specific mortality is constant and maximal prior to the age of first reproduction, before declining to zero at the age of last reproduction. The force of selection acting on age-specific reproduction declines monotonically from birth in a growing or stationary population. Central to these results is the assumption that individuals do not interact with one another. This assumption is violated in social organisms, where an individual’s survival and/or reproduction may shape the inclusive fitness of other group members. Yet, it remains unclear how the forces of selection might be modified when inclusive fitness, rather than population growth rate, is considered the appropriate metric for fitness. Here, we derive such inclusive fitness forces of selection, and show that selection on age-specific survival is not always constant before maturity, and can remain above zero in post-reproductive age classes. We also show how the force of selection on age-specific reproduction does not always decline monotonically from birth, but instead depends on the balance of costs and benefits of increasing reproduction to both direct and indirect fitness. Our theoretical framework provides an opportunity to expand our understanding of senescence across social species

    Predators reduce extinction risk in noisy metapopulations

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    Background Spatial structure across fragmented landscapes can enhance regional population persistence by promoting local “rescue effects.” In small, vulnerable populations, where chance or random events between individuals may have disproportionately large effects on species interactions, such local processes are particularly important. However, existing theory often only describes the dynamics of metapopulations at regional scales, neglecting the role of multispecies population dynamics within habitat patches. Findings By coupling analysis across spatial scales we quantified the interaction between local scale population regulation, regional dispersal and noise processes in the dynamics of experimental host-parasitoid metapopulations. We find that increasing community complexity increases negative correlation between local population dynamics. A potential mechanism underpinning this finding was explored using a simple population dynamic model. Conclusions Our results suggest a paradox: parasitism, whilst clearly damaging to hosts at the individual level, reduces extinction risk at the population level

    Overcoming the barriers to implementing urban road user charging schemes

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    Urban road user charging offers the potential to achieve significant improvements in urban transport, but is notoriously difficult to implement. Cities need guidance on the range of factors to be considered in planning and implementing such schemes. This paper summarises the results of a 3 year programme which has collated evidence on the issues of most concern to cities. A state of the art report has provided evidence on 14 themes, ranging from objectives and design to implementation and evaluation. A set of 16 case studies has reviewed experience in design and implementation across Europe. The paper summarises their findings, provides references to more detailed information, presents the resulting policy recommendations to European, national and local government, and outlines the areas in which further research is needed

    Crystalline Order on a Sphere and the Generalized Thomson Problem

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    We attack generalized Thomson problems with a continuum formalism which exploits a universal long range interaction between defects depending on the Young modulus of the underlying lattice. Our predictions for the ground state energy agree with simulations of long range power law interactions of the form 1/r^{gamma} (0 < gamma < 2) to four significant digits. The regime of grain boundaries is studied in the context of tilted crystalline order and the generality of our approach is illustrated with new results for square tilings on the sphere.Comment: 4 pages, 5 eps figures Fig. 2 revised, improved Fig. 3, reference typo fixe
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