971 resultados para Smith, George Charles, 1782-1863.
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Sabin,
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Sabin,
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Founded by G. Smith with W. M. Thackeray as first editor, Jan. 1860-Mar. 1862.
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Half-title: A consideration of the life and works of George John Pinwell (1842-1875) together with lists of his exhibited and engraved works and a Catalogue of the sale of his works after his death. Illustrated by many reproductions of his pictures, drawings, studies and woodcuts.
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"This edition is of 2000 copies."
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Includes index.
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Both works are bound in buff printed paper cover with title: "Bunker-Hill battle." On the inside of the front and back covers are printed "Fragments of works of which the author wishes the remainder."
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Mode of access: Internet.
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Mode of access: Internet.
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Includes index.
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Introduction: [A short study of Harvey's life and character]: p.4-76.
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Back Row: Benjamin Reck, ? Smith, George Lawton, Robert Hammond, H.C. Smith, Cole
3rd Row: st. mngr. Herbert Goetz, John Otte, XX Elliott, Roger Waring, Louis Haller, ? Crossman, James Angell McLaughlin, XX White, Ath. Dir. Philip Bartelme
2nd Row: Charles Hall. Edmond Hanavan, Raymond Haimbaugh, Ralph Craig, Carroll Haff, Hugh Gamble, Fred Ross
Front Row (on floor): Charles Kime, Frederick(?) Beardsley, Walter Willits, Cleon Spangler, XX Pierce,
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Vol. 3 published by Bowes & Bowes, 1913.
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Mode of access: Internet.
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We developed orthogonal least-squares techniques for fitting crystalline lens shapes, and used the bootstrap method to determine uncertainties associated with the estimated vertex radii of curvature and asphericities of five different models. Three existing models were investigated including one that uses two separate conics for the anterior and posterior surfaces, and two whole lens models based on a modulated hyperbolic cosine function and on a generalized conic function. Two new models were proposed including one that uses two interdependent conics and a polynomial based whole lens model. The models were used to describe the in vitro shape for a data set of twenty human lenses with ages 7–82 years. The two-conic-surface model (7 mm zone diameter) and the interdependent surfaces model had significantly lower merit functions than the other three models for the data set, indicating that most likely they can describe human lens shape over a wide age range better than the other models (although with the two-conic-surfaces model being unable to describe the lens equatorial region). Considerable differences were found between some models regarding estimates of radii of curvature and surface asphericities. The hyperbolic cosine model and the new polynomial based whole lens model had the best precision in determining the radii of curvature and surface asphericities across the five considered models. Most models found significant increase in anterior, but not posterior, radius of curvature with age. Most models found a wide scatter of asphericities, but with the asphericities usually being positive and not significantly related to age. As the interdependent surfaces model had lower merit function than three whole lens models, there is further scope to develop an accurate model of the complete shape of human lenses of all ages. The results highlight the continued difficulty in selecting an appropriate model for the crystalline lens shape.