7,399 research outputs found

    A Brief sketch of the lives of Ezekiel and Julia Hills Johnson

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    Typescript (4 pages), story of the Johnson family headed by Ezekiel and Julia Johnson, some of whose children were early LDS converts, and who lived at Kirtland and Nauvoo. Copied from the journal of son Benjamin F. Johnson by Klea Johnson Ballinger in 193

    Letter from W. T. Johnson to Benjamin F. Murvin

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    Letter from W. T. Johnson to Benjamin F. Murvin, concerning recommendations for Harold Horace Hutto

    Johnson, Benjamin F.

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    Genealogy of the Benjamin F. Johnson family in Rowan County, Kentucky

    Marriage record of Johnson, Benjamin F. and Blount, Ruth

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    Marriage license for Benjamin F. Johnson and Ruth Blount. A.P. Brockway was the Notary Public

    C. E. Johnson, St. George, Utah, journal, 1878 - 1882

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    Book containing a brief sketch of the life of Charles Ellis Johnson; an account of the death of his sister, Jessie Miller, in 1881 at Mesa, Arizona; genealogical notes for the family; pasted-in obituary for his brother, Benjamin F. Johnson, who died 18 Nov. 1905 at Mesa, Arizona; an essay on the Saint George Temple (pages 72 - 75); and articles from a Silver Reef newspaper about the departure of the Johnson family for Tempe, Arizona, in 188

    On Using Toeplitz and Circulant Matrices for Johnson-Lindenstrauss Transforms

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    The Johnson-Lindenstrauss lemma is one of the corner stone results in dimensionality reduction. It says that given N, for any set of N, vectors X \subset R^n, there exists a mapping f : X --> R^m such that f(X) preserves all pairwise distances between vectors in X to within(1 ± \eps) if m = O(\eps^{-2} lg N). Much effort has gone into developing fast embedding algorithms, with the Fast Johnson-Lindenstrauss transform of Ailon and Chazelle being one of the most well-known techniques. The current fastest algorithm that yields the optimal m = O(\eps{-2}lg N) dimensions has an embedding time of O(n lg n + \eps^{-2} lg^3 N). An exciting approach towards improving this, due to Hinrichs and Vybíral, is to use a random m times n Toeplitz matrix for the embedding. Using Fast Fourier Transform, the embedding of a vector can then be computed in O(n lg m) time. The big question is of course whether m = O(\eps^{-2} lg N) dimensions suffice for this technique. If so, this would end a decades long quest to obtain faster and faster Johnson-Lindenstrauss transforms. The current best analysis of the embedding of Hinrichs and Vybíral shows that m = O(\eps^{-2} lg^2 N) dimensions suffice. The main result of this paper, is a proof that this analysis unfortunately cannot be tightened any further, i.e., there exists a set of N vectors requiring m = \Omega(\eps^{-2} lg^2 N) for the Toeplitz approach to work

    Benjamin F. Butler and the Impeachment of Andrew Johnson

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    On March 3, 1868, the House of Representatives, a week after approving a resolution which impeached President Andrew Johnson, chose seven of its members to serve as managers at the subsequent trial before the Senate. One of the seven was Benjamin Franklin Butler, a freshman Congressman from Massachusetts. Selection alone for such an important duty demonstrated how Butler\u27s influence went beyond his number of years in the capitol. However, as the trial revealed, his importance was even greater. Long a prominent proponent of impeachment as a means to rid Congress of its main obstacle to dominating reconstruction in the South, he swiftly established himself as the leading figure on the prosecution\u27s team

    Public worship and practical theology in the work of Benjamin Keach (1640-1704)

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    The late seventeenth century was a critical and fruitful period for the Particular Baptists of England. Severely persecuted following the Restoration, toleration in 1689 brought its own perils. Particular Baptists were fortunate in having several strong leaders, especially the London trio of Hanserd Knollys, William Kiffin, and Benjamin Keach. Such a small and severely persecuted group as the Baptists could afford little time for academic pursuits, thus of necessity most of their theology was practical in nature. Benjamin Keach (1640-1704) was the most outstanding practical theologian among the English Particular Baptists of the late seventeenth century. This dissertation is a study of Keach, in particular his writings on public worship and practical theology. Although Keach was a prolific author, he has been almost completely neglected by scholars. After a biographical sketch of Keach, this study considers his writings on public worship and practical theology. In the area of worship, Keach made two outstanding contributions: First, he was the most vocal apologist for Baptist views on Baptism of his period. Secondly, and more importantly, his hymn writing and defense of hymn singing broke new ground, not just for Baptists, but for English Protestantism, in general. In addition to his contributions in these areas, he also dealt with the laying on of hands and the sabbath day worship controversy. Keach's contributions to practical theology fall into two main groups: his writings that concern religious education and those that deal with polity. In addition to these, Keach's vigorous advocacy of a high Calvinist soteriology are also considered under the rubric of practical theology. Keach's most important (although not his most positive) contribution in this area were his soteriological writings. Although well within the bounds of orthodoxy, some of the tendencies in Keach's soteriology were taken up by the following generation of Baptist leaders and developed into a stultifying hyper-Calvinism that handicapped Baptist evangelism and missions. In the conclusion, Keach's contributions to a theory of practical theology are considered

    Oral History Interview: Benjamin Elliott (0240)

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    Recollections of childhood in Nebraska; Interest in engineering; Teaching Extension classes; Railroads; Work during WWI; Textbook on gasoline automobile; Mechanical Engineering Department; Industrial research; Dean F. Ellis Johnson; Glenn Frank; Engineers' Day; Engineering personalities; Changes in College of Engineering; University issues; Relationship between Engineering and Agricultural Engineering; Leisure activities
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