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Published online by Cambridge University Press: 09 April 2009
This is the text of an invited address given at the Summer Research Institute of the Australian National University in January 1978. It provides a survey of the subject matter of the title.
† For an introduction to the properties of transcendental numbers, see, for instance, the author's monograph Transcendental Number Theory (Cambridge University Press, 1975).Google Scholar
‡ Unless otherwise stated, references throughout this article can be found in the lists at the ends of the chapters of the book Transcendence Theory: Advances and Applications (Academic Press, London and New York, 1977). Proceedings of a conference held in Cambridge in 1976, edited by Baker, A. and Masser, D. W..Google Scholar
† Compare the papers by Waldschmidt in this volume.Google Scholar
† To appear.Google Scholar
‡ Acta Arithmetica 33 (1977), 195–207.CrossRefGoogle Scholar
§ Mathematika 24 (1977), 130–132. A similar result was obtained independently by Inkeri and van der Poorten.CrossRefGoogle Scholar
† See Baker, A. and Davenport, H., Quart. J. Math. Oxford, Ser (2), 20 (1969), 129–137.CrossRefGoogle Scholar
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