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De Symbiotische Planeet

"Lynn Margulis onderzoekt al jaren het principe van 'endosymbiose', het onderlinge fysieke contact tussen soorten. Haar conclusie;

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Your Baby, Your Way

Margulis explores our current cultural practices during pregnancy, childbirth, and the first year of a baby&;s life, challenges advice given to new;

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The Road to Success

The exciting new follow-up to Alexander Margulis' Be in Charge this book offers a guide for those who desire advancement to top;

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Mountain Biking Eastern New York

Profiles over seventy of the best rides in the Adirondacks, the Catskills, Long Island, and Westches;...

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Slanted Truths: Essays on Gaia, Symbiosis and Evolution

Lynn Margulis is one of the most successful synthetic thinkers in modern biology. This collection of her work, enhanced by essays co;

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Symbiotic Planet

Planet, renowned scientist Lynn Margulis shows that symbiosis, which simply means members of different species living in physical contact with;

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Angel Investor'S Handbook

with wise investors, so that both can profit, is the challenge in new enterprises. Gerald Benjamin and Joel Margulis demonstrate that the;

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Endosymbiotic Theories of Organelles Revisited

publication her famous work Origin of Eukaryotic Cells, and as such this book offers a timely reconsideration ofthe works of Lynn Margulis and the;

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Angel Financing

publisher of the California Investment Review. Joel Margulis (Mill Valley, CA) is a freelance writer who has published books and articles on a range;

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From Gaia to Selfish Genes

beginning with the planetary perspective of James Lovelock and Lynn Margulis and concluding with the reductionist views of Richard Dawkins and E. 0;

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Wolf Prize In Mathematics, Volume 3

winners, such as V I Arnold, P R Deligne, H Furstenberg, I M Gel'fand, P A Griffiths, M Gromov and G A Margulis. This is the first time that;

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Wolf Prize In Mathematics, Volume 3

winners, such as V I Arnold, P R Deligne, H Furstenberg, I M Gel'fand, P A Griffiths, M Gromov and G A Margulis. This is the first time that;

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Gaian Systems Lynn Margulis, Neocybernetics, and the End of the Anthropocene Posthumanities

has run a long and varied course since its formulation in the 1970s by atmospheric chemist James Lovelock and microbiologist Lynn Margulis;

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The Right Imaging Study: A Guide for Physicians

This updated new edition of a highly important work provides need-to-know information when ordering ;...

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Contemporary Perspectives on Privacy

Beginning with an introduction that defines and explores privacy as a social and psychological conce;...

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Scientists on Gaia

. Scientists on Gaia is a multidisciplinary exploration of this controversial hypothesis, which was introduced by James Lovelock and Lynn Margulis;

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Symbiosis as a Source of Evolutionary Innovation

evolution, ecology, and morphogenesis. Lynn Margulis, Distinguished Professor of Botany at the University of Massachusetts at Amherst, is the modern;

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Vertrouwen in de wetenschap

Margulis, Gerard 't Hooft, Edward Teller, Indur Goklany en 53 andere gerenommeerde wetenschappers. In zijn epiloog kijkt Rozendaal terug;

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Angel Capital

Get the business insight that has raised millions in capital funding for over 50,000 entrepreneurs. ;...

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Ergodic Theory and Topological Dynamics of Group Actions on Homogeneous Spaces

published in 2000, focuses on many of these, and one of its highlights is an elementary and complete proof (due to Margulis and Dani) of Oppenheim's;

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Facing the Planetary

of how such nonhuman systems periodically change on their own. Drawing upon scientists and intellectuals such as Lynn Margulis, Michael Benton;

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Facing the Planetary

of how such nonhuman systems periodically change on their own. Drawing upon scientists and intellectuals such as Lynn Margulis, Michael Benton;

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Liaisons of Life

of scientists-from a young Beatrix Potter to Lynn Margulis-who were persecuted for believing evolution is as much a matter of interdependence and;

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Be in Charge: A Leadership Manual

Be in Charge: A Leadership Manual defines what "leadership" is. It includes comprehensive cov;...

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Introduction to Arithmetic Groups

, the Margulis Superrigidity Theorem, Ratner's Theorems, and the classification of arithmetic subgroups of classical groups. As background for;

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Einde inhoud

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