42,970 research outputs found

    “Exploring the Basement of Social Justice Issues”: A Graduate Upon Graduation

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    Photograph of rides building up, taken J. Stevens' Fair, 20 June 1961 whole general view, looking West. See Leeson's notebook 9, pages 92-95 for notes

    The Attack on the Church in St. Martin-de-Fontenay: 31 July–1 August 1944

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    Editor’s Note: General J.A. Dextraze, “J Dex“ to Canada’s post–war army, served as Chief of the Defence Staff from 1972 to 1975 but in 1944 he was a 24–year–old company commander in Les Fusiliers de Mont-Royal (FMR). This account of the action carried out by his company on 1 August 1944 offers a graphic description of the challenges confronting the Canadians during the battles for Verrières Ridge. This attack was conducted in the context of Montgomery’s orders to “keep up the pressure on the Caen area... to make easier the task of the American armies fighting hard on the western flank.“ (27 July 1944) The church at St. Martin–de–Fontenay had been seized by the enemy in the aftermath of Operation “Spring,“ 25 July 1944. The FMR successes on 31 July allowed 2nd Division to begin the advance of 8/9 August, Operation “Totalize,“ from a secure startline. Though written in the first person, this report was drafted by Captain Joe Engler, the historical officer assigned to 2nd Canadian Infantry Division. It was his job to collect important documents and records, as well as to conduct interviews with the fighting soldiers which would allow later historical narratives to be accurately written. Engler had the dubious distinction of being the only historical officer to be killed in action when he drove into an ambush on 1 October 1944

    Souvenirs De Guerre: Memories of War

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    Major Harry Pople is one of the few junior officers to have written a detailed account of his service as a platoon commander in Italy. Originally written for the journal of the Royal 22nd Regiment, La Citadelle, his memoirs are presented as a commentary on more official accounts

    Algorithmic recognition of infinite cyclic extensions

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    We prove that one cannot algorithmically decide whether a finitely presented Z\mathbb{Z}-extension admits a finitely generated base group, and we use this fact to prove the undecidability of the BNS invariant. Furthermore, we show the equivalence between the isomorphism problem within the subclass of unique Z\mathbb{Z}-extensions, and the semi-conjugacy problem for deranged outer automorphisms.Comment: 24 page
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