443 research outputs found

    The temporal binding deficit hypothesis of autism

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    Frith has argued that people with autism show “weak central coherence,” an unusual bias toward piecemeal rather than configurational processing and a reduction in the normal tendency to process information in context. However, the precise cognitive and neurological mechanisms underlying weak central coherence are still unknown. We propose the hypothesis that the features of autism associated with weak central coherence result from a reduction in the integration of specialized local neural networks in the brain caused by a deficit in temporal binding. The visuoperceptual anomalies associated with weak central coherence may be attributed to a reduction in synchronization of high-frequency gamma activity between local networks processing local features. The failure to utilize context in language processing in autism can be explained in similar terms. Temporal binding deficits could also contribute to executive dysfunction in autism and to some of the deficits in socialization and communication

    Entire functions with Julia sets of positive measure

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    Let f be a transcendental entire function for which the set of critical and asymptotic values is bounded. The Denjoy-Carleman-Ahlfors theorem implies that if the set of all z for which |f(z)|>R has N components for some R>0, then the order of f is at least N/2. More precisely, we have log log M(r,f) > (N/2) log r - O(1), where M(r,f) denotes the maximum modulus of f. We show that if f does not grow much faster than this, then the escaping set and the Julia set of f have positive Lebesgue measure. However, as soon as the order of f exceeds N/2, this need not be true. The proof requires a sharpened form of an estimate of Tsuji related to the Denjoy-Carleman-Ahlfors theorem.Comment: 17 page

    Prehistoric, Roman, and Medieval Ipplepen: Archaeological Investigations 2007-2019

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    This is one of five publications produced as part of the National Lottery Heritage Fund project "Understanding Landscapes". The other publications are available in ORE via the links in this record.This booklet has been published by the Department of Archaeology and History at the University of Exeter as part of the National Lottery Heritage Fund project Understanding Landscapes. It presents a compilation of information obtained from metal detecting, geophysical survey and archaeological excavation undertaken between 2007 and 2019.National Lottery Heritage FundDevon County CouncilTeignbridge District CouncilBritish MuseumAssociation for Roman ArchaeologyRoman Research TrustProfessor Mick Asto

    Encountering Heritage In Ipplepen, Denbury and Torbryan

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    Heritage Trail produced as part of the Understanding Landscapes projectThis is one of five publications produced as part of the National Lottery Heritage Fund project "Understanding Landscapes”. The other publications are available in ORE via the links in this record.‘History is all around us’ may sound like a cliché, but it is true! The buildings, settlements, roads and fields that form the backdrop of our daily lives are all in one sense ‘modern’ – they are in use today – but they all have a history, and that history in many cases goes back hundreds or thousands of years. This history manifests itself in many different ways. In some cases buildings in use today are centuries old – notably our parish churches, while elsewhere ancient settlements and field systems that have gone out of use still have remains that are still visible today. Similarly, sometimes there may be nothing visible now of a place that was significant in the past, but its existence is commemorated in a modern field- or place-name. This guide aims to introduce people living in, or visiting, the Ipplepen area to some of its history, to visit and walk in these historic places. Locations have been chosen that can be visited individually by car, or by foot along public rights of way, and include both obviously historically important places but others that people may walk past quite oblivious to what’s there.National Lottery Heritage FundDevon County CouncilTeignbridge District CouncilBritish MuseumAssociation for Roman ArchaeologyRoman Research TrustProfessor Mick Asto

    The iterated minimum modulus and conjectures of Baker and Eremenko

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    In transcendental dynamics significant progress has been made by studying points whose iterates escape to infinity at least as fast as iterates of the maximum modulus. Here we take the novel approach of studying points whose iterates escape at least as fast as iterates of the minimum modulus, and obtain new results related to Eremenko's conjecture and Baker's conjecture, and the rate of escape in Baker domains. To do this we prove a result of wider interest concerning the existence of points that escape to infinity under the iteration of a positive continuous function

    Data Quality Over Quantity: Pitfalls and Guidelines for Process Analytics

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    A significant portion of the effort involved in advanced process control, process analytics, and machine learning involves acquiring and preparing data. Literature often emphasizes increasingly complex modelling techniques with incremental performance improvements. However, when industrial case studies are published they often lack important details on data acquisition and preparation. Although data pre-processing is unfairly maligned as trivial and technically uninteresting, in practice it has an out-sized influence on the success of real-world artificial intelligence applications. This work describes best practices for acquiring and preparing operating data to pursue data-driven modelling and control opportunities in industrial processes. We present practical considerations for pre-processing industrial time series data to inform the efficient development of reliable soft sensors that provide valuable process insights.Comment: This work has been accepted to the 22nd IFAC World Congress 202

    Escape rate and Hausdorff measure for entire functions

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    The escaping set of an entire function is the set of points that tend to infinity under iteration. We consider subsets of the escaping set defined in terms of escape rates and obtain upper and lower bounds for the Hausdorff measure of these sets with respect to certain gauge functions.Comment: 24 pages; some errors corrected, proof of Theorem 2 shortene

    How organizational cognitive neuroscience can deepen understanding of managerial decision-making:a review of the recent literature and future directions

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    There is growing interest in exploring the potential links between human biology and management and organization studies, which is bringing greater attention to bear on the place of mental processes in explaining human behaviour and effectiveness. The authors define this new field as organizational cognitive neuroscience (OCN), which is in the exploratory phase of its emergence and diffusion. It is clear that there are methodological debates and issues associated with OCN research, and the aim of this paper is to illuminate these concerns, and provide a roadmap for rigorous and relevant future work in the area. To this end, the current reach of OCN is investigated by the systematic review methodology, revealing three clusters of activity, covering the fields of economics, marketing and organizational behaviour. Among these clusters, organizational behaviour seems to be an outlier, owing to its far greater variety of empirical work, which the authors argue is largely a result of the plurality of research methods that have taken root within this field. Nevertheless, all three clusters contribute to a greater understanding of the biological mechanisms that mediate choice and decision-making. The paper concludes that OCN research has already provided important insights regarding the boundaries surrounding human freedom to act in various domains and, in turn, self-determination to influence the workplace. However, there is much to be done, and emerging research of significant interest is highlighted
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