Results 1 to 10 of about 1,108,450 (348)

Germany, A General and Regional Geography

Economic Geography, 1954
Bibliography: p. 666-685. ; Mode of access: Internet.
Chauncy D. Harris, Robert E. Dickinson
  +10 more sources

GENERAL SCIENCE AND GEOGRAPHY IN THE HIGH SCHOOL [PDF]

School Science and Mathematics, 1916
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John Calvin Hanna
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Physical Geography Versus General Science [PDF]

, 1910
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Harold W. Fairbanks
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General and Regional Geography for Students

Bulletin of the American Geographical Society, 1913
R. H. Whitbeck, J. F. Unstead, E. G. R. Taylor   +2 more
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Finite generation and geography of models [PDF]

Advanced Studies in Pure Mathematics, 2018
to appear in "Minimal models and extremal rays", Advanced Studies in Pure Mathematics, Mathematical Society of Japan ...
Kaloghiros, A-S, Küronya, A, Lazić, V
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An Introduction to General Geography [PDF]

The Geographical Journal, 1915
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W., B. C., Golding, A. A.
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Embodied cognitive ecosophy: the relationship of mind, body, meaning and ecology [PDF]

, 2017
The concept of embodied cognition has had a major impact in a number of disciplines. The extent of its consequences on general knowledge and epistemology are still being explored.
Aizawa Ken., Bateson Gregory., Charmaz K., Chawda Bejal, Damasio Antonio., Dawson Michael., Deleuze G., Dennett Daniel C., Derek Jones, Descartes Rene., Dunning David., Foucault Michel., Gallagher Shaun., Gibson James J., Guattari Felix., Heidegger Martin., Keller David R., Khun Thomas S., Koskinen Ilpo, Lakoff George, Lakoff George, Latour Bruno., Longhurst Robyn, Malafouris Lambros., Mallgrave Harry Francis., Merleau-Ponty Maurice., Michaels Claire F., Norman Donald A., Pirsig Robert., Russell Bertrand., Shapiro Lawrence A., Wilson Frank R.   +31 more
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On the geography of threefolds of general type

Journal of Algebra, 2009
Let $X$ be a complex nonsingular projective 3-fold of general type. We show that there are positive constants $c$, $c'$ and $m_1$ such that $ ( _X)\geq -c\Vol (X)$ and $P_m(X)\geq c'm^3\Vol (X)$ for all $m\geq m_1$.
Chen, J.A., Hacon, C. D.
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Geographies of youth – a generational perspective [PDF]

Children's Geographies, 2018
Twenty years ago the publication of Cool Places created visibility for emerging research on geographies of youth. Yet in comparison with Children’s Geographies geographical work on youth has failed to mature as a sub-disciplinary field. In this contribution I explore the reasons why this may be so highlighting the way youth geographies has struggled to
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Drawing Boundaries [PDF]

, 2019
In “On Drawing Lines on a Map” (1995), I suggested that the different ways we have of drawing lines on maps open up a new perspective on ontology, resting on a distinction between two sorts of boundaries: fiat and bona fide.
A Galton, A Ojeda, A Stroll, AC Varzi, AC Varzi, APD Mourelatos, B Comrie, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, B Smith, Barry Smith, D Stove, David M. Mark, E Thomsen, E Vinokurov, G Lakoff, I Johansson, JJ Gibson, K Fine, L Talmy, L Talmy, L Vogt, L Vogt, L Vogt, L Vogt, MT Hinckel, P Gärdenfors, R Arp, R Casati, R Casati, RM Chisholm, S Edgerton, S Katz, T Bittner, T Bittner, T Bittner, T Sarjakoski, V McGee, WVO Quine   +49 more
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