Institution
King's College, Aberdeen
Education•
About: King's College, Aberdeen is a based out in . It is known for research contribution in the topics: Poison control & Sedimentary depositional environment. The organization has 712 authors who have published 918 publications receiving 25421 citations. The organization is also known as: King's College, Aberdeen & The University and King's College of Aberdeen.
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TL;DR: In this article, the authors examine the factors that underlie this pattern and suggest that significant influences include the characteristics of the initial purchasers, the nature of local housing markets and the vitality of the local economy, as well as the time series profile of initial sales.
Abstract: The varying spatial and socio-economic impact of large-scale privatisation of the British housing system since 1980 is well documented. However, the effects of this policy extend beyond the initial privatisation of ownership. By 1995 over a fifth of the 300,000 public sector homes sold to sitting tenants in Scotland had been resold on the open market. In this paper, we show that the pace of commodification varies significantly between areas, and examine the factors that underlie this pattern. Our results suggest that significant influences include the characteristics of the initial purchasers, the nature of local housing markets and the vitality of the local economy, as well as the time series profile of initial sales. The process of commodification has the potential to make a major impact on the socio-economic character of former public sector estates, changes set in train by the slow-burning fuse of privatisation. It may also result in the restructuring of local housing markets. It is clear that the full effect of these changes will be felt in some areas before others.
4 citations
TL;DR: In this article, the authors considered the scattering of elastic wave on two collinear cylindrical inclusions and derived the integral equation of stationary motion of an inhomogeneous elastic medium.
4 citations
TL;DR: In this article, it was shown that if a C * -algebra A contains a semi-scattered C *-algebra B such that the pure states of B and the zero functional extend uniquely to A, and the canonical mapping Bˆ → Â is injective, then there exists a (unique) projection of norm one R : A → B.
Abstract: It is shown that if a C *-algebra A contains a semi-scattered C *-algebra B such that the pure states of B and the zero functional extend uniquely to A , and the canonical mapping Bˆ → Â is injective, then there exists a (unique) projection of norm one R : A → B . In certain circumstances, the conditional expectation R can be effected by a unitary averaging process using unitary elements in the centre of the multiplier algebra M ( B ).
4 citations
TL;DR: In this paper, it was shown that for any finite p-group P of rank at least 2 and any algebraically closed field k of characteristic p, the graded center Z ∗(mod¯(kP)) of the stable module category of finite-dimensional kP-modules has infinite dimension in each odd degree, and if p=2, also in each even degree.
4 citations
4 citations
Authors
Showing all 721 results
| Name | H-index | Papers | Citations |
|---|---|---|---|
| Gary J. Macfarlane | 88 | 389 | 24742 |
| Celso Grebogi | 76 | 488 | 22450 |
| Rhona Flin | 74 | 282 | 20088 |
| C. Neil Macrae | 71 | 193 | 20704 |
| Robert M. McMeeking | 70 | 312 | 19385 |
| David M. Paterson | 65 | 216 | 11613 |
| Ray W. Ogden | 64 | 294 | 24885 |
| Lawrence J. Whalley | 62 | 195 | 14050 |
| Ana Deletic | 61 | 334 | 12585 |
| Falko F. Sniehotta | 60 | 260 | 16194 |
| Lisa M. DeBruine | 59 | 270 | 11633 |
| Robert H. Logie | 57 | 190 | 14008 |
| Muhammad Naveed | 54 | 346 | 10376 |
| Jörg Feldmann | 51 | 209 | 10302 |
| J. Neilson | 51 | 129 | 24749 |