989 resultados para King James Version
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Letter to Henry Nelles from James Ramsay Crooks asking when Mr. Nelles will be able to attend to Mr. Nottman’s business. This is dated May 15, 1839. Attached to this letter is a letter to James Ramsay Crooks from Henry Nelles saying that he is sorry, but he will not be able to attend the arbitration hearing between the executors of his father’s will and Mr. Notttman until his son Robert returns (2 pages in total, handwritten), May 15, 1839.
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Letter to H. Nelles from James Ramsay Crooks stating that Mr. Nottman would like to arbitrate his business with Mr. Nelles, July 9, 1839.
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Letter to Robert Nelles from James C. Henderson and Co. requesting money, Nov. 25, 1850.
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Letter to Robert F. Nelles from James C. Henderson and Co. acknowledging payment, Jan. 25, 1851.
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Promissory note to James C. Henderson and Co. signed by Robert F. Nelles, May 8, 1850.
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Certificate measuring 36 cm. x 47 cm. awarded to Lieutenant Colonel, the Honourable James George Currie of the 19th Lincoln Battalion of Canada from the ladies of the County of Lincoln to honour surviving veterans of the War of 1812. The calligraphy on the award was done by J. Matthews of St. Catharines who was listed in the 1877 St. Catharines Directory as an illuminator (medieval writing) and accountant. The award is signed by Elizabeth Carlisle on behalf of the ladies, Oct. 13, 1876.
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UANL
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UANL
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We extend the class of M-tests for a unit root analyzed by Perron and Ng (1996) and Ng and Perron (1997) to the case where a change in the trend function is allowed to occur at an unknown time. These tests M(GLS) adopt the GLS detrending approach of Dufour and King (1991) and Elliott, Rothenberg and Stock (1996) (ERS). Following Perron (1989), we consider two models : one allowing for a change in slope and the other for both a change in intercept and slope. We derive the asymptotic distribution of the tests as well as that of the feasible point optimal tests PT(GLS) suggested by ERS. The asymptotic critical values of the tests are tabulated. Also, we compute the non-centrality parameter used for the local GLS detrending that permits the tests to have 50% asymptotic power at that value. We show that the M(GLS) and PT(GLS) tests have an asymptotic power function close to the power envelope. An extensive simulation study analyzes the size and power in finite samples under various methods to select the truncation lag for the autoregressive spectral density estimator. An empirical application is also provided.
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UANL