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The Curious Case of Academic Publishing
(Partnership: The Canadian Journal of Library and Information Practice and Research, 2013)
The recent controversy over The Edwin Mellen Press lawsuit against McMaster University librarian Dale Askey is considered a symptom of a larger problem: the unsustainable demands from the academy itself which have created ...
Knowledge Ill-Inhabited: The Subjugation of Post-Stratfordian Scholarship in Academic Libraries
(The Shakespeare Oxford Fellowship, 2015-09-13)
Since 2000 there has been a surge of scholarly and popular publishing supporting the proposition that the name “Shake-Speare” was a pseudonym disguising a nobleman named Edward de Vere, 17th Earl of Oxford, while the ...
Introduction to Information Science
(Partnership: the Canadian Journal of Library and Information Practice and Research, 2013)
Imagine Your Library’s Future: Scenario Planning for Libraries and Information Organizations
(Partnership: the Canadian Journal of Library and Information Practice and Research, 2012)
"Partnership: The Canadian Journal of Library and Information Practice and Research" Vol. 7 no. 2 (2012): 1-3.
Peguis First Nations TLE Selection. Acquisition and Development Background Report and Strategic Framework
(2011-12-20)
This report sets out a framework on which Peguis First Nation can build their land acquisition strategy. The purpose of the framework will be to provide the conceptual and analytical tools the TLE Advisory Committee needs ...
Interview with Dr. Earl A. Levin
(2011-11-09)
Interview with Dr. Levin concerning his life and career.
Publishing to WinnSpace
(University of Winnipeg Library, 2015-11)
The Family of Hendrick Cock of Amsterdam
(New York Genealogical and Biographical Society, 2011)
A matrix variation on Ramus's identity for lacunary sums of binomial coefficients
(International Journal of Mathematics and Computer Science / Lebanese University, Beirut, 2017-01)
We study the well-known lacunary sums of binomial coefficients considered, most notably, by Christian Ramus, and their connection to a special kind of harmonic number associated with the first case of Fermat's Last Theorem. ...