Writing in the London Review of Books, Peter Pomerantsev notes a similarity between the transformation of Moscow and Russia under Catherine the Great.
The first two variables aim at capturing, respectively, the link between institutional and economic development and that between the transformation of domestic institutions and EU accession.
Mapping connections between the transformation of airport terminals and globalization, the paper draws upon research based on ethnographic observation and interviews conducted at European airports to situate airport atmospherics in terms of extensive sequencing, information, consumer culture and ever-increasing technological intervention.
Correlations were found between the transformation of cells in vitro and the acquisition of malignant potential, and between the carcinogenic action of the compounds in vitro and their action in vivo, but cloning efficiency was not a reliable indicator of in vitro transformation or of malignancy.
BETWEEN OCEAN AND CITY: The Transformation of Rockaway, New York By Lawrence Kaplan and Carol P. Kaplan Columbia University Press ($52.50, hardcover; $27.50, paperback) After the Second World War, New York's municipal authorities used the Rockaways as an outlet for pressures emerging in the more densely populated parts of the urban colossus.
See Ruth Hagengruber, 'Émilie Du Châtelet between Leibniz and Newton: The Transformation of Metaphysics' in Émilie Du Châtelet: Between Leibniz and Newton, edited by Ruth Hagengruber (London: Springer, 2012), 1 60.
LAWRENCE KAPLAN CAROL KAPLAN Englewood, N.J., Nov. 10, 2012 The writers are co-authors of "Between Ocean and City: The Transformation of Rockaway, New York".
"You ceased to have a summer rental population," said Lawrence Kaplan, co-author of "Between Ocean and City: The Transformation of Rockaway, New York".
The context to China's green financing is discussed, covering urbanization, climate change, interactions between infrastructure sectors, and the transformation of industry.
Between these two systems, the transformation of an advection term for a density d (that moves with a relative velocity u) is given via the material derivative D t d = ∂ t d + u ⋅ ∇ d.
