5,350 research outputs found
Colin Humphris
No full text"Colin Humphris 2 Sqdrn. RAAF. 1941 - 1942 Author of - 'Trapped on Timor' (as a result of bombing of Darwin Feb. 19, 1942)".Colin Humphris. 2 Squadron, Royal Australian Air Force 1941 - 1942. Author of - 'Trapped on Timor' (as a result of bombing of Darwin February 19, 1942)
Colin Dodds and George T.H. Cooper, 2008
No full textdigital photograph (jpeg)Excellent condition.Dr. Colin Dodds (Vice President, Academic and Research 1997-2000, SMU President 2000-2015) with George T.H. Cooper (Former Parliamentary Secretary to the Minister of Justice of Canada 1979-1980, Counsel for McInnes Cooper Law Firm, First Canadian Chair of the Foundation for Educational Exchange between Canada and the United States and Term President and Vice Chancellor at King's University 2012-2016).This photo is part of the External Affairs CD collection. Additional photos available.
*Note: file labelled "Dodds and McInnes Cooper"
Interview with Colin Wilson, part 4, undated
No full textInterview with Colin Wilson, part 4, features an interview with author Colin Wilson in which he discusses his views regarding society and art, his reclusive nature, and the intellectual and fantastical elements of his works, undated
Interview with Colin Wilson, part 2, undated
No full textInterview with Colin Wilson, part 2, features an interview with author Colin Wilson in which he discusses his views regarding society and art, his reclusive nature, and the intellectual and fantastical elements of his works, undated
Finding the magic number:Investigating methods used to extract the number of factors in a factor analysis
No full textPaul Wilson and Colin Cooper investigate methods used to extract the number of factors in a factor analysi
The Linear Voting Model
No full textWe study voting models on graphs. In the beginning, the vertices of a given graph have some initial opinion. Over time, the opinions on the vertices change by interactions between graph neighbours. Under suitable conditions the system evolves to a state in which all vertices have the same opinion. In this work, we consider a new model of voting, called the Linear Voting Model. This model can be seen as a generalization of several models of voting, including among others, pull voting and push voting. One advantage of our model is that, even though it is very general, it has a rich structure making the analysis tractable. In particular we are able to solve the basic question about voting, the probability that certain opinion wins the poll, and furthermore, given appropriate conditions, we are able to bound the expected time until some opinion wins
Providence College Faculty Author Series 2017-2018: D. Colin Jaundrill
No full textIn this installment of the Faculty Authors Series, D. Colin Jaundrill (History, Providence College) discusses his newest book, Samurai to Soldier: Remaking Military Service in Nineteenth-Century Japan
- …
