Overcoming Zionism : Creating a Single Democratic State in Israel/Palestine
ISBN: 9781849643313
Platform/Publisher: Ebook Central / Pluto Press
Digital rights: Users: Unlimited; Printing: Limited; Download: 7 Days at a Time
Subjects: History; Political Science;

Israel is an incorrigible human rights offender because, by discriminating against Arabs, it is guilty of 'state-sponsored racism' argues Joel Kovel. Like apartheid South Africa, the best hope for peace in Israel is to return to the idea of a one-state solution, where Jews and Palestinians can co-exist in a secular democracy.



Kovel is well-known writer on the Middle East conflict. This book draws on his detailed knowledge to show that Zionism and democracy are essentially incompatible. He offers a thoughtful account of the emotional and psychological aspects of Zionism that helps us understand the relationship between ideology, culture and political processes.



Ultimately, Kovel argues, a two-state solution is essentially hopeless as it concedes too much to the regressive forces of nationalism, wherein lie the roots of continued conflict.


Joel Stephen Kovel was born in Brooklyn, New York on August 27, 1936. He received a bachelor's degree from Yale University in 1957 and a medical degree from Columbia University College of Physicians and Surgeons. He trained at Downstate Psychoanalytic Institute in Brooklyn. He was director of resident training in psychiatry at Albert Einstein Medical School in the Bronx from 1977 to 1983. He was also a professor of psychiatry there until 1986. He left to teach courses in Marx and Freud at the New School in Manhattan and later taught at Bard College from 1988 to 2009.

Kovel was the founder of ecosocialism. He wrote several books including White Racism: A Psychohistory, A Complete Guide to Therapy, Overcoming Zionism: Creating a Single Democratic State in Israel/Palestine, and The Lost Traveller's Dream. He died from pneumonia and autoimmune encephalitis on April 30, 2018 at the age of 81.

(Bowker Author Biography)

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