The Politics of Prohibition: American Governance and the Prohibition Party, 1869-1933 Professor Lisa M. F. Andersen » holypet.ru

The Politics of ProhibitionAmerican Governance and the.

Mar 10, 2016 · Book Description. This book introduces the intrepid temperance advocates who formed America's longest-living minor political party - the Prohibition Party - drawing on the party's history to illuminate how American politics came to exclude minor parties from governance. Lisa M. F. Andersen traces the influence of pressure groups and ballot reforms, arguing that these. Mar 30, 2017 · Lisa M. F. Andersen’s primary challenge is most starkly presented in the appendix to her The Politics of Prohibition: American Governance and the Prohibition Party, 1869–1933; namely that her subject—the Prohibition Party—never received over 2.25 percent of the national vote, even at the pinnacle of its power in 1892.

Mar 10, 2016 · This book introduces the intrepid temperance advocates who formed America's longest-living minor political party – the Prohibition Party – drawing on the party's history to illuminate how American politics came to exclude minor parties from governance. Lisa M. F. Andersen traces the influence of pressure groups and ballot reforms, arguing that these innovations.

This book introduces the intrepid temperance advocates who formed America's longest-living minor political party - the Prohibition Party - drawing on the party's history to illuminate how American politics came to exclude minor parties from governance. Lisa M. F. Andersen traces the influence of pressure groups and ballot reforms, arguing that these innovations created a threshold for.</plaintext> But by analyzing the Prohibition party within the context of American political structures and party mechanisms between the Civil War and the Progressive Era drive to constitutional prohibition, Lisa M. F. Andersen places partisan Prohibitionists at the center of vital struggles that reshaped and curtailed democratic political expression during the party age.</p><img 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alt="The Politics of Prohibition: American Governance and the Prohibition Party, 1869-1933 Professor Lisa M. F. Andersen" title="The Politics of Prohibition: American Governance and the Prohibition Party, 1869-1933 Professor Lisa M. F. Andersen" width="414"/> <p>This book draws on the history of America's longest-living minor political party - the Prohibition Party - to illuminate how American politics came to exclude minor parties from governance. The Politics of Prohibition American Governance and the Prohibition Party, 1869–1933 This book introduces the intrepid temperance advocates who formed America’s longest-living minor political party – the Prohibition Party – drawing on the party’s history to illuminate how American politics came to exclude minor parties from governance.</p> <p>Michael McGerr, Indiana University 'Lisa M. F. Andersen has written an exciting new study of the Prohibition party that looks at generations of Prohibitionists in their efforts to eradicate liquor production and consumption. The Politics of Prohibition: American Governance and the Prohibition Party, 1869–1933: Amazon.es: Andersen, Lisa M. F.: Libros en idiomas extranjeros. The Politics of Prohibition - by Lisa M. F. Andersen September 2013. We use cookies to distinguish you from other users and to provide you with a better experience on our websites.</p> <h2>American Governance and the Prohibition Party, 1869–1933.</h2> <p>978-1-107-02937-8 - The Politics of Prohibition: American Governance and the Prohibition Party, 1869 1933 Lisa M. F. Andersen Index More information. 308 Index Balance of power, 34, 37, 126 Ballot capture, 276 Ballot distribution, 46, 80, 91, 144, 149, 161 Ballot qualification, 5, 70, 144–145, 147. This book introduces the intrepid temperance advocates who formed America's longest-living minor political party - the Prohibition Party - drawing on the party's history to illuminate how American politics came to exclude minor parties from governance. Lisa M. F. Andersen traces the influence of pressure groups and ballot reforms, arguing that these innovations created a threshold for organization and. Lee "The Politics of Prohibition American Governance and the Prohibition Party, 1869–1933" por Lisa M. F. Andersen disponible en Rakuten Kobo. This book introduces the intrepid temperance advocates who formed America's longest-living minor political party - the P. Oct 25, 2016 · Précis: In her 2013 book, The Politics of Prohibition: American Governance and the Prohibition Party, 1869-1933, author Lisa Andersen sheds light on the longest-living 3 rd party in U.S. history the Prohibition Party and how its impact was stopped short by the American government that largely supports major political parties. Andersen develops her thesis by examining the long history. A common identity to both arguments of Prohibition was “American.”. Andersen, Lisa M. F. The Politics of Prohibition: American Governance and the Prohibition Party, 1869-1933. Cambridge University Press, Sept. 2013. Blocker, Jack S. Alcohol, reform and society.</p> <h3>Temperance, Prohibition, and a Party Chapter 1 - The.</h3> <p>This book introduces the intrepid temperance advocates who formed America's longest-living minor political party - the Prohibition Party - drawing on the party's history to illuminate how American politics came to exclude minor parties from governance. Lisa M. F. Andersen traces the influence of pressure groups and ballot reforms, arguing that. Lisa M. F. Andersen, The Politics of Prohibition: American Governance and the Prohibition Party, 1869–1933 New York: Cambridge University Press, 2013, $95.00. Pp. 323. isbn978 1 1070 2937 8. Theory, Religion and Politics The Politics of Prohibition American Governance and the Prohibition Party, 1869–1933 Lisa M. F. 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