The application of dynamic modelling to the study of telecommunications development in Canada : 3rd progress report / co-investigators J.C. Beal, J.W. Berry, F. Cooke, C.E.S. Franks, R. Harmsen, K.A. Herman,... : Co24-326/2-1974E-PDF

"This third Progress Report covers the work done during the period 1 April - 30 September, 1974 on Contract No. OSU4-0076 between Queen's University and D.S.S./Communications Canada. The work is being conducted by a multidisciplinary team from six disciplines and is aimed at a study of the feasibility of dynamic modelling as a possible tool in the evaluation of the impact of telecommunications on a region or community. This report presents the essentially final form of the regional model of northwest Ontario and its adaptation to an interactive terminal for use by persons having no specialized knowledge of computing"--Summary, page 1.

Lien permanent pour cette publication :
publications.gc.ca/pub?id=9.881124&sl=1

Renseignements sur la publication
Ministère/Organisme Canada. Department of Communications.
Queen's University (Kingston, Ont.). Interdisciplinary Study of Telecommunications.
Titre The application of dynamic modelling to the study of telecommunications development in Canada : 3rd progress report / co-investigators J.C. Beal, J.W. Berry, F. Cooke, C.E.S. Franks, R. Harmsen, K.A. Herman, J.G.M. McKirdy, L.E. Peppard.
Type de publication Monographie
Langue [Anglais]
Format Électronique
Document électronique
Note(s) Digitized edition from print [produced by Innovation, Science and Economic Development Canada].
"Period covered: 1 April - 30 September, 1974."
Includes bibliographical references.
Includes summary in French.
Information sur la publication Ottawa : Communications Canada, 1 November 1974.
Auteur / Contributeur Beal, John C., author.
Description 1 online resource (60 pages) : charts, maps
Numéro de catalogue
  • Co24-326/2-1974E-PDF
Descripteurs Telecommunication -- Canada -- Mathematical models.
Communication in rural development.
Télécommunications -- Canada -- Modèles mathématiques.
Communication en développement rural.
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