Institution
University of Windsor
Education•Windsor, Ontario, Canada•
About: University of Windsor is a education organization based out in Windsor, Ontario, Canada. It is known for research contribution in the topics: Population & Argumentation theory. The organization has 10654 authors who have published 22307 publications receiving 435906 citations. The organization is also known as: UWindsor & Assumption University of Windsor.
Papers published on a yearly basis
Papers
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TL;DR: A focus group interview conducted with a group of therapists in a large-scale, comprehensive family service agency in an Arab American community is described in this article, where participants represented various countries of origin, helping disciplines, and years of U.S. residence.
Abstract: In keeping with our pluralistic society, counselors have begun the task of attempting to understand issues of multicultural diversity. The purpose of this article is to describe a focus group interview conducted with a group of therapists in a large-scale, comprehensive family service agency in an Arab American community. Participants represented various countries of origin, helping disciplines, and years of U.S. residence. The interview format was semistructured, and the results confirmed what little was already known about the population and supplemented that body of knowledge with updated information. Implications for counseling and further research are discussed.
124 citations
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124 citations
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TL;DR: In this paper, the influence of age and environmental factors on tourist participation is examined by comparisons of the behavior of four specified age groups and Motivations inducing tourist travel were found to be similar across age cohorts.
124 citations
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01 May 2008TL;DR: Character amenability of the measure algebra M(G) is shown to be equivalent to G being a discrete amenable group in this paper, and all finite-dimensional extensions of commutative character amenable Banach algebras split strongly.
Abstract: We introduce the notion of character amenable Banach algebras. We prove that character amenability for either of the group algebra L1(G) or the Fourier algebra A(G) is equivalent to the amenability of the underlying group G. Character amenability of the measure algebra M(G) is shown to be equivalent to G being a discrete amenable group. We also study functorial properties of character amenability. For a commutative character amenable Banach algebra A, we prove all cohomological groups with coefficients in finite-dimensional Banach A-bimodules, vanish. As a corollary we conclude that all finite-dimensional extensions of commutative character amenable Banach algebras split strongly.
124 citations
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TL;DR: A series of research projects that do address the spouse's viewpoint to suggest practical means by which companies can improve the expatriation process by including the spouse is presented in this paper.
124 citations
Authors
Showing all 10751 results
Name | H-index | Papers | Citations |
---|---|---|---|
Jie Zhang | 178 | 4857 | 221720 |
Robert E. W. Hancock | 152 | 775 | 88481 |
Michael Lynch | 112 | 422 | 63461 |
David Zhang | 111 | 1027 | 55118 |
Paul D. N. Hebert | 111 | 537 | 66288 |
Eleftherios P. Diamandis | 110 | 1064 | 52654 |
Qian Wang | 108 | 2148 | 65557 |
John W. Berry | 97 | 351 | 52470 |
Douglas W. Stephan | 89 | 663 | 34060 |
Rebecca Fisher | 86 | 255 | 50260 |
Mehdi Dehghan | 83 | 875 | 29225 |
Zhong-Qun Tian | 81 | 646 | 33168 |
Robert J. Letcher | 80 | 411 | 22778 |
Daniel J. Sexton | 76 | 369 | 25172 |
Bin Ren | 73 | 470 | 23452 |