478 research outputs found

    Letter to Sarah Leverette regarding SEAALL membership dues, April 12, 1956

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    A letter from Mandell Glicksberg to Sarah Leverette informing Leverette that the membership dues payment for the University of Florida will be arriving soon

    Letters of William Cullen Bryant from Florida

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    In 1843; on the invitation of William Gilmore Sims, Bryant had taken a journey to the South. He visited Richmond, watched the sale of tobacco, and inspected a typical tobacco factory. Later, while enjoying the ‘hospitality of some planters in the Barnwell district of South Carolina, he had the good ” fortune of witnessing a corn shucking and attending a racoon hunt. But of far greater interest to him was the life of the negro observed at first hand. He listened to negro ballads and the lively music of the banjo and heard, perhaps for the first time, the hearty, extravagant laughter of the slaves on the plantation. From personal observation he, judged that the blacks of that region were “a cheerful, careless, dirty race, not hard-worked, and in many respects indulgently treated.

    The Poetry of D. H. Lawrence

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    Processing of Electronic Health Records using Deep Learning: A review

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    Availability of large amount of clinical data is opening up new research avenues in a number of fields. An exciting field in this respect is healthcare, where secondary use of healthcare data is beginning to revolutionize healthcare. Except for availability of Big Data, both medical data from healthcare institutions (such as EMR data) and data generated from health and wellbeing devices (such as personal trackers), a significant contribution to this trend is also being made by recent advances on machine learning, specifically deep learning algorithms

    Metaphorical Tax Legislation: The Collapsible Corporation

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    Small Valdivia compact spaces

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    We prove a preservation theorem for the class of Valdivia compact spaces, which involves inverse sequences of ``simple'' retractions. Consequently, a compact space of weight \loe\aleph_1 is Valdivia compact iff it is the limit of an inverse sequence of metric compacta whose bonding maps are retractions. As a corollary, we show that the class of Valdivia compacta of weight at most 1\aleph_1 is preserved both under retractions and under open 0-dimensional images. Finally, we characterize the class of all Valdivia compacta in the language of category theory, which implies that this class is preserved under all continuous weight preserving functors.Comment: 20 page
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