When George Vassiliou was elected President in 1988, it was a surprise to many people in the international community, both within Cyprus and abroad. Not affiliated to any political party, despite his family's role in the creation and development of AKEL, Cyprus' left-wing movement, Vassiliou was in many ways an outsider. But this position outside party politics proved to be an advantage, giving him a unique perspective on the international situation and allowing him to focus on his ultimate goal: a solution to the Cyprus issue. "From the President's Office" offers a full and comprehensive summary of the achievements of Vassiliou's time in office alongside a frank critique of their limitations. It offers a personal and unique account of a crucial period in Cyprus' recent history by one of the leading players in Cypriot politics. It will be an invaluable resource for students of International Relations and Conflict Resolution as well as anyone wishing to understand the politics of Cyprus today.
This book provides a unified view on a new methodology for Machine Translation (MT). This methodology extracts information from widely available resources (extensive monolingual corpora) while only assuming the existence of a very limited parallel corpus, thus having a unique starting point to Statistical Machine Translation (SMT). In this book, a detailed presentation of the methodology principles and system architecture is followed by a series of experiments, where the proposed system is compared to other MT systems using a set of established metrics including BLEU, NIST, Meteor and TER. Additionally, a free-to-use code is available, that allows the creation of new MT systems. The volume is addressed to both language professionals and researchers. Prerequisites for the readers are very limited and include a basic understanding of the machine translation as well as of the basic tools of natural language processing.
Many geometrical features of manifolds and fibre bundles modelled on Fréchet spaces either cannot be defined or are difficult to handle directly. This is due to the inherent deficiencies of Fréchet spaces; for example, the lack of a general solvability theory for differential equations, the non-existence of a reasonable Lie group structure on the general linear group of a Fréchet space, and the non-existence of an exponential map in a Fréchet-Lie group. In this book, the authors describe in detail a new approach that overcomes many of these limitations by using projective limits of geometrical objects modelled on Banach spaces. It will appeal to researchers and graduate students from a variety of backgrounds with an interest in infinite-dimensional geometry. The book concludes with an appendix outlining potential applications and motivating future research.
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