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Irregular no. 5; Nov. 1967
No full textThis issue informs about a couple of matters including Hamer's Bill based on the Town and Country Planning Report and the Melbourne and Metropolitan Board of Works' attack on this report
Irregular no. 4; Oct. 1967
No full textThis eccentric one-page issue raises subject of town planning, reminding about Hamer's Workshop Forum on Melbourne's Future Growth at the La Trobe University (7th October 1967). The Forum will have heard the first public versions of the Town and Country Boards recommendations, and of the transportation Committee
Irregular no. 2; Aug. 1967
No full textThis issue deals with urban design and housing experiments, taking into account main principles of the Radburn (U.S.) scheme experiment, which involves creation of a superblock (an environmental area) free from through-traffic and formation of pedestrian footpaths entirely separate from vehicular routes, linking together places generating pedestrian traffic
On Cauchy-Buniakowski-Schwarz's Inequality for Sequences of Linear Operators in Hilbert Space
No full textS.S. Dragomir established the inequalities of Cauchy-Buniakowski-Schwarz type. In this paper some generalizations of these inequalities are given. Applications for the convergence of certain sequences of linear operators are be pointed out
On the Boas-Bellman Generalization of Bessel's Inequality in Inner Product Spaces
No full textIn this paper we point out a generalization of an inequality due to Boas and Bellman which generalizes, in turn, the well-known Bessel inequality in inner product
spaces. Some related results are also pointed out. These results complement, in a sense, some results of Chapter XV of the recent book of Mitrinović, Pečarić and Fink
Journal of Psychotherapy Practice and Research
No full textPDF files of all articles from 1992-2001. From 2002 merged with 'American journal of psychotherapy'
On a Superadditivity Property of Gram's Determinant
No full textSome superadditivity properties are given for Gram determinants involving inner products on a linear space