19,508 research outputs found

    Revenge

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    "The Killing of the Squaw, and the Revenge. Conversation with J. B. Scott, formerly of Logansport, now of Delphi." (title from verso) AMs, 2 p. (handwritten on back of preprinted insurance forms)George Winter was told this story of tragedy in an Indian family by Jas. B. Scott, who was a youth in 1836, when it occurred. An Indian was returning from Logansport with his wife, his wife's sister, and his child when he demanded some money from his wife. When she refused, knowing he would spend it on whiskey, he stabbed her to death. He then fell asleep, and the dead woman's sister killed him with an axe taken from Joseph Barron's woodpile. She then rode off, possibly to Chicago. Scott and other curious residents of Logansport came out to view the gory scene. Although General Marshall, who was Indian agent at the time, attempted to trace the woman, she was never found. Such a revenge is considered proper by Indian custom

    Existence and stability of multiple spot solutions for the gray-scott model in R^2

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    We study the Gray-Scott model in a bounded two dimensional domain and establish the existence and stability of {\bf symmetric} and {\bf asymmetric} multiple spotty patterns. The Green's function and its derivatives together with two nonlocal eigenvalue problems both play a major role in the analysis. For symmetric spots, we establish a threshold behavior for stability: If a certain inequality for the parameters holds then we get stability, otherwise we get instability of multiple spot solutions. For asymmetric spots, we show that they can be stable within a narrow parameter range

    Asymmetric spotty patterns for the Gray-Scott model in R^2

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    In this paper, we rigorously prove the existence and stability of asymmetric spotty patterns for the Gray-Scott model in a bounded two dimensional domain. We show that given any two positive integers k_1,\,k_2, there are asymmetric solutions with k_1 large spots (type A) and k_2 small spots (type B). We also give conditions for their location and calculate their heights. Most of these asymmetric solutions are shown to be unstable. However, in a narrow range of parameters, asymmetric solutions may be stable

    Founder's Day Recordings

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    Audio recordings distributed to chapters of the Agnes Scott College Alumnae Association. The recording was pressed onto two 12-inch records. The first record contains a talk by the college's treasurer J.C. Tart and an interview conducted by P.J. Rogers, business manager, with three long-time employees of the college: John Flint, Wesley Starke, and Henry Simmons. The second record contains a talk by S.G. Stukes, dean of the college, and an interview with Frances K. Gooch, professor of speech, conducted by Roberta Winter, professor of English

    Fugue Winter 2002 (No. 24)

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    Letter from the Editor 6 Alice Fogel Star/iug SnUlll 8 Michael S.K.N. Tsai 1# Might Be Lale 10 Priscilla Long Banjo: Six Tunesfor Old Time's Sake 19 Lisa Roullard 19/2, Trakl f!y the Circus 31 }{ljJht Unhinges Day 32 Steve Dunn Here Go rusif 33 Curtis Bauer Flesh 47 Pat Tentple Cuban Cigars 48 Susan Lewis Anil7Ull Husbandry 56 l>icking up lilt flouse 58 GregAm.es Playing Ping-Pong with Pontius Pilate 60 Rosebud Tsvi Cordoba 78 Xochitnilco 79 Author Biographies 80 Winter 2002, Vol. 24 Managing diwr Scott McEachern Fiction Editor Palll Cockeram Poetry Editor Jessamyn Birrcr I Schnackenberg NOli-Fiction Editor Taya Noland Slqff Jed Foland JeffJones Sean Phcntiss Pal Rolland Monica Mankin Cheryl Dudley Mauhcw Neal Bryan Fry Summer Steele Morgan Hunscker Jordan Hartt Ben George Christin Kaminsky LAyout Printing & Design Original Layout & !JJgo Design Sarah Wichlacz FacuJ!y Advisor Ron McFarlan

    2019: Rion Almicar Scott

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    Rion Almicar Scott was a featured writer at the 2019 Lions In Winter literary festival.https://thekeep.eiu.edu/lionsinwinter_writers/1003/thumbnail.jp

    Existence and stability of multiple spot solutions for the Gray-Scott model in R^2$

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    Existence and Stability of Multiple Spot Solutions for the Gray-Scott Model in R2R^2 In this paper, we rigorously prove the existence and stability of multiple spot patterns for the Gray-Scott system in a two dimensional domain which are far from spatial homogeneity. The Green's function and its derivatives together with two nonlocal eigenvalue problems both play a major role in the analysis. We establish a threshold behavior for stability: If a certain inequality for the parameters holds then we get stability, otherwise we get instability of multiple spot solutions. The exact asymptotics of the critical thresholds are obtained

    Winter/Spring 2016 Silha Bulletin

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    A publication of the Silha Center for the Study of Media Ethics and Law, School of Journalism and Mass Communication.Silha Center for the Study of Media Ethics and LawUniversity of Minnesota: Silha Center for the Study of Media Ethics and Law; Kirtley, Jane E.; Carmody, Casey; Memmel, Scott; Wiley, Sarah; Hargrove, Elaine. (2016). Winter/Spring 2016 Silha Bulletin. Retrieved from the University Digital Conservancy, https://hdl.handle.net/11299/184721

    Letter From William Bell Scott to Mr Chambers

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    abstract: Concerning Scott's thanks, his writings about his own works, and a manuscript of "The Nightingale Unheard."Seller's Description: Reads "A.L.S. from Author to Mr. Chambers explaining how busy he is... The sonnet is printed in the book. Fredeman: 56.7 £87.50"Handwritten Note: Unknown handwriting at top right reads "June 1st 1877."Publication Details: "The Nightingale Unheard" published in "Poems" by William Bell Scott.Creation Date Details: Undated range is the author's lifespan.Provenance: Removed from: Poems / by William Bell Scott. Ballads, studies from nature, sonnets, etc. / illustrated by seventeen etchings by the author and L. Alma Tadema. Publisher London : Longmans, Green, 1875. CALL # HAYDEN SPECIAL COLL SPEC PRB-13

    Rowland Scott photograph, Manchester winter quarters, 1957.

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    A. Bates' derelict dodgem truck photographed 27 July 1957 at Hollinwood. Digitisation and record funded by the Pilgrim Trust
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