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"Wu, Tim, author"
صنف حسب:
The attention merchants : the epic scramble to get inside our heads
\"From Tim Wu, author of ... The Master Switch, and who coined the phrase 'net neutrality'--a ... look at the rise of 'attention harvesting' and its transformative effect on our society and our selves\"-- Provided by publisher.
Who Controls the Internet?
بواسطة
Goldsmith, Jack
,
Wu, Tim
في
Globalization
,
Government policy
,
Information and communication technologies
2006
In this provocative new book, Jack Goldsmith and Tim Wu tell the fascinating story of the Internet's challenge to governmental rule in the 1990s, and the ensuing battles with governments around the world. It's a book about the fate of one idea--that the Internet might liberate us forever from government, borders, and even our physical selves. The authors show how, in the course of a decade, this original vision is uprooted, as governments time and time again assert their power to direct the future of the Internet. The destiny of the Internet over the next decades, argue Goldsmith and Wu, will reflect the interests of powerful nations and the conflicts within and between them.
eBook
The curse of bigness : antitrust in the new gilded age
\"From the man who coined the term 'net neutrality,' ... comes a warning about the dangers of excessive corporate and industrial concentration for our economic and political future\"--Provided by publisher.
Patterns of Change
2008
The book offers a reconstruction of linguistic innovations in the history of mathematics. It argues that there are at least three ways in which the language of mathematics can be changed. As illustration of changes of the first kind, called re-codings, is the development along the line: synthetic geometry, analytic geometry, fractal geometry, and set theory. In this development the mathematicians changed the very way of constructing geometric figures. As illustration of changes of the second kind, called relativization, is the development of synthetic geometry along the line: Euclids geometry, projective geometry, non-Euclidean geometry, Erlanger program up to Hilberts Grundlagen der Geometrie. Changes of the third kind, called re-formulations are for instance the changes that can be seen on the different editions of Euclids Elements. Perhaps the best known among them is Playfairs change of the formulation of the fifth postulate.
eBook