Histoire de la tour de Nesle

Collection : Illustrations littéraires

Decew Site Tour

Members of Brock University's Founders Committee and the Ontario Advisory Committee on Univesity Affairs tour the Decew site along with Premier John Robarts on June 5, 1963. Premier Robarts had just announced provincial assistance totalling $393,000 for the Brock University project. Pictured here from left to right are Dr. Deeks, Brock University Vice President; Premier Robarts; and James Allan, Provincial Treasurer.

Campus Tour

D. G. Willmot, Chair of the Board of Governors, signs the guest book while Dr. Gibson looks on during a tour of the Glenrdige Campus on October 13, 1964.

A tour from the City of New-York, to Detroit, in the Michigan Territory, made between the 2d of May and the 22d of September, 1818 : the tour extends from New-York, by Albany, Schenectady, and Utica to Sacket's Harbor, and thence throught Lake Ontario, to St. Lawrence river, and down that stream to Hamilton village. Thence along both banks of the St. Lawrence, from Hamilton to the Thousand Islands; thence to Sacket's Harbor by water; from that place by the route of great Sodus, Geneva, Cananaigua and Batavia, to Buffalo; and from thence to Black Rock, Fort Erie, the Falls of Niagara, Queenston, Lewiston, and the memorable fields of Bridgewater and Chippewa after viewing the interesting place of Niagara, the author traversed the south shore of Lake Erie to the City of Detroit, and visited in the latter range, Dunkirk, Erie, Cleveland, Sandusky, and other places of less note. The tour is accompanied with a map upon which the route will be designated; a particular map of the Falls andRiver of Niagara, and the environs of the City of Detroit /

Errata slip inserted.

What I saw in california : being the journal of a tour... in the year 1846-1847

UANL

The FCLT with Dependent Errors: an Helicopter Tour of the Quality of the Approximation

This note investigates the adequacy of the finite-sample approximation provided by the Functional Central Limit Theorem (FCLT) when the errors are allowed to be dependent. We compare the distribution of the scaled partial sums of some data with the distribution of the Wiener process to which it converges. Our setup is purposely very simple in that it considers data generated from an ARMA(1,1) process. Yet, this is sufficient to bring out interesting conclusions about the particular elements which cause the approximations to be inadequate in even quite large sample sizes.

Manuel encyclopédique du recrutement et de la réserve de l´arméeá l´usage de tour les fonctionnaires civils et militaires, ouvrageé galement utile aux péres de famille...

UANL