Making the Market: Victorian Origins of Corporate Capitalism (Cambridge Studies in Economic History - Second Series) Paul Johnson » holypet.ru

Mar 04, 2010 · An academic book on the Victorian origins of today's ubiquitous Corporation is destined to draw a limited readership. Pity, for Paul Johnson has delivered a concise and thought-provoking work that challenges some of the assumptions both academic and conventional wisdom that underpin many observers' views of corporations today. Find helpful customer reviews and review ratings for Making the Market: Victorian Origins of Corporate Capitalism Cambridge Studies in Economic History - Second Series at. Read honest and unbiased product reviews from our users.

Buy Making the Market: Victorian Origins of Corporate Capitalism Cambridge Studies in Economic History - Second Series by Johnson, Paul ISBN: 9780521857833 from Amazon's Book Store. Everyday low prices and free delivery on eligible orders. Cambridge Studies in Economic History - Second Series, Victorian Origins of Corporate Capitalism, Making the Market, Paul Johnson, Cambridge University Press. Des milliers de livres avec la livraison chez vous en 1 jour ou en magasin avec -5% de réduction. Making the Market: Victorian Origins Of Corporate Capitalism Cambridge Studies in Economic History - Second Series ISBN 9781107679887 978-1-107-67988-7 Softcover, Cambridge. Johnson, Paul. Making the market: Victorian origins of corporate capitalism / Paul Johnson. p. cm. – Cambridge studies in economic history – second series ISBN 978-0-521-85783-3 hardback 1. Corporations–Great Britain–History–19th century. 2. Capitalism–Great Britain–History–19th century. I. Title. II. Series. HD2845.J64 2010. Postdemocracy and the End of History. Economic and Political Studies, Vol. 1, Issue. 1, p. 136. CrossRef;. Ronald 2000 Stock Market Capitalism:. Paul 2002 A History of Corporate Governance: 1602–2002 Brussels Deminor. Fressoz, Françoise 2008.

Mar 28, 2001 · As the Second World War was drawing to a close in 1944, two great works of political economy were published. One was Hayek's The Road to Serfdom, the driving force behind the free-market revolution in the final quarter of the twentieth century. The other was Karl Polanyi's The Great Transformation.. [It] is well worth reading. May 04, 2016 · A few readings to go further into the somewhat more complicated history of venture capital: Carolyn Tajnai, Fred Terman, The Father of Silicon Valley, Stanford University Press, May 1985. Paul A. Gompers, “The Rise and Fall of Venture Capital”, Business and Economic History, 1994.

A New History of Leviathan: Essays on the Rise of the American Corporate State New York, 1972, pp. 224-59. Luttwak, Edward N., The Pentagon and the Art of War New York, 1984. MacArthur, Douglas, A Soldier Speaks: Public Papers and Speeches of General of the Army Douglas MacArthur, ed. Vorin E. Whan, Jr. New York, 1965.</plaintext> A History of Shetland, Orkney, the Hebrides, Isle of Man, Anglesey, Scilly, Isle of Wight, and the Channel Islands Author: David W. Moore Publisher: McFarland & Company Incorporated Pub.</p><img src="data:image/jpg;base64,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" alt="Making the Market: Victorian Origins of Corporate Capitalism (Cambridge Studies in Economic History - Second Series) Paul Johnson" title="Making the Market: Victorian Origins of Corporate Capitalism (Cambridge Studies in Economic History - Second Series) Paul Johnson" width="464"/><p><a href="/face2face-advanced-workbook-without-key">face2face Advanced Workbook without Key</a> <br /><a href="/2009-edition-delmar-s-nurse-s-drug-handbook-book-only-adrienne-l-woods">2009 Edition Delmar's Nurse's Drug Handbook (Book Only) Adrienne L. Woods</a> <br /><a href="/contributions-to-the-history-of-education-volume-3-pioneers-of-modern-education-1600-1700-john-william-adamson">Contributions to the History of Education: Volume 3, Pioneers of Modern Education 1600-1700 John William Adamson</a> <br /><a href="/bundle-introduction-to-psychology-9th-cengagenow-ebook-psychology-resource-center-printed-access-card-james-w-kalat">Bundle: Introduction to Psychology, 9th CengageNOW, eBook, Psychology Resource Center Printed Access Card James W. Kalat</a> <br /><a href="/microsoft-visual-basic-2010-reloaded-sam-2010-compatible-products-diane-zak">Microsoft Visual Basic 2010: RELOADED (SAM 2010 Compatible Products) Diane Zak</a> <br /><a href="/dorset-cambridge-county-geographies-arthur-l-salmon">Dorset (Cambridge County Geographies) Arthur L. Salmon</a> <br /><a href="/study-guide-for-barlow-durand-s-abnormal-psychology-an-integrative-approach-6th-v-mark-durand">Study Guide for Barlow/Durand's Abnormal Psychology: An Integrative Approach, 6th V. Mark Durand</a> <br /><a href="/compact-preliminary-for-schools-teacher-s-book-cambridge-english-amanda-thomas">Compact Preliminary for Schools Teacher's Book (Cambridge English) Amanda Thomas</a> <br /><a href="/semiconductors-from-book-to-breadboard-kevin-mcgowan">Semiconductors: From Book to Breadboard Kevin McGowan</a> <br /><a href="/grammar-and-beyond-level-2-student-s-book-and-class-audio-cd-pack-randi-reppen">Grammar and Beyond Level 2 Student's Book and Class Audio CD Pack Randi Reppen</a> <br /><a href="/bundle-a-first-course-in-differential-equations-9th-ilrn-tm-cengagenow-printed-access-card-dennis-g-zill">Bundle: A First Course in Differential Equations, 9th iLrn(TM), CengageNOW Printed Access Card Dennis G. Zill</a> <br /><a href="/young-and-amazing-teens-at-the-top-high-beginning-book-with-online-access-cambridge-discovery-interactive-readers-simon-beaver">Young and Amazing: Teens at the Top High Beginning Book with Online Access (Cambridge Discovery Interactive Readers) Simon Beaver</a> <br /><a href="/an-illustrated-guide-to-veterinary-medical-terminology-book-only-janet-amundson-romich">An Illustrated Guide to Veterinary Medical Terminology (Book Only) Janet Amundson Romich</a> <br /><a href="/grammar-and-beyond-level-2-student-s-book-a-and-workbook-a-pack-harry-holder">Grammar and Beyond Level 2 Student's Book A and Workbook A Pack Harry Holder</a> <br /><a href="/pathways-4-listening-speaking-and-critical-thinking-presentation-tool-kristin-johannsen">Pathways 4: Listening, Speaking, and Critical Thinking: Presentation Tool Kristin Johannsen</a> <br /><a href="/multilateral-environmental-agreements-legal-status-of-the-secretariats-bharat-h-desai">Multilateral Environmental Agreements: Legal Status of the Secretariats Bharat H. Desai</a> <br /><a href="/philosophy-of-religion-an-anthology-michael-rea">Philosophy of Religion: An Anthology Michael Rea</a> <br /><a href="/the-politics-of-representation-in-the-global-age-identification-mobilization-and-adjudication-volume-266">The Politics of Representation in the Global Age: Identification, Mobilization, and Adjudication (Volume 266)</a> <br /><a href="/hierarchical-capitalism-in-latin-america-business-labor-and-the-challenges-of-equitable-development-cambridge-studies-in-comparative-politics-ben-ross-schneider">Hierarchical Capitalism in Latin America: Business, Labor, and the Challenges of Equitable Development (Cambridge Studies in Comparative Politics) Ben Ross Schneider</a> <br /><a href="/helping-professions-learning-center-2-0-printed-access-card-wadsworth">Helping Professions Learning Center 2.0 Printed Access Card Wadsworth</a> <br /><a href="/the-new-testament-a-reprint-of-the-edition-of-1534-with-the-translator-s-prefaces-and-notes-and-the-variants-of-the-edition-of-1525">The New Testament: A Reprint of the Edition of 1534 with the Translator's Prefaces and Notes and the Variants of the Edition of 1525</a> <br /><a href="/interchange-level-3-teacher-s-edition-with-assessment-audio-cd-cd-rom-interchange-fourth-edition">Interchange Level 3 Teacher's Edition with Assessment Audio CD/CD-ROM (Interchange Fourth Edition)</a> <br /><a href="/bundle-the-writer-s-workplace-building-college-writing-skills-9th-writer-s-resources-cd-rom-2-0-ilrn-version-john-scarry">Bundle: The Writer's Workplace: Building College Writing Skills, 9th Writer's Resources CD-ROM 2.0 iLrn Version John Scarry</a> <br /><a href="/cd-rom-practice-test-for-wojciechowski-s-the-written-registry-exam-review-for-respiratory-care-guidelines-for-success-2nd-william-v-wojciechowski">CD-ROM Practice Test for Wojciechowski's The Written Registry Exam Review for Respiratory Care: Guidelines for Success, 2nd William V Wojciechowski</a> <br /><a href="/business-vocabulary-in-use-elementary-to-pre-int-2-e-with-ans-and-cd-rom-south-asian-ed-mascull">Business Vocabulary In Use Elementary To Pre-Int. 2/e With Ans. And CD-ROM South Asian Ed. MASCULL</a> <br /><a href="/bundle-nutrition-now-with-interactive-learning-guide-6th-diet-analysis-plus-2-semester-printed-access-card-judith-e-brown">Bundle: Nutrition Now (with Interactive Learning Guide), 6th Diet Analysis Plus 2-Semester Printed Access Card Judith E. Brown</a> <br /><a href="/international-wildfowl-inquiry-volume-1-factors-affecting-the-general-status-of-wild-geese-and-wild-duck-john-berry">International Wildfowl Inquiry: Volume 1, Factors Affecting the General Status of Wild Geese and Wild Duck John Berry</a> <br /><a href="/math-for-information-technology-alfred-basta">Math for Information Technology Alfred Basta</a> <br /><a href="/cengage-advantage-books-ethical-dilemmas-and-decisions-in-criminal-justice-joycelyn-m-pollock">Cengage Advantage Books: Ethical Dilemmas and Decisions in Criminal Justice Joycelyn M. Pollock</a> <br /><a href="/evolutionary-psychology-an-introduction-will-reader">Evolutionary Psychology: An Introduction Will Reader</a> <br /><a href="/study-guide-for-pastorino-doyle-portillo-s-what-is-psychology-3rd-susann-m-doyle-portillo">Study Guide for Pastorino/Doyle-Portillo's What is Psychology?, 3rd Susann M Doyle-Portillo</a> <br /><a href="/commodity-markets-and-the-global-economy-blake-c-clayton">Commodity Markets and the Global Economy Blake C. Clayton</a> <br /><a href="/labconnection-on-dvd-for-mcts-guide-to-configuring-microsoft-windows-server-2008-active-directory-exam-70-640-mcts-series-dti-publishing">LabConnection on DVD for MCTS Guide to Configuring Microsoft Windows Server 2008 Active Directory (Exam #70-640) (MCTS Series) dti Publishing</a> <br /><a href="/pragmatism-and-french-voluntarism-with-especial-reference-to-the-notion-of-truth-in-the-development-of-french-philosophy-from-maine-de-biran-to-professor-bergson-l-susan-stebbing">Pragmatism and French Voluntarism: With Especial Reference to the Notion of Truth in the Development of French Philosophy from Maine de Biran to Professor Bergson L. Susan Stebbing</a> <br /><a href="/practical-problems-in-mathematics-for-drafting-and-cad-practical-problems-in-mathematics-series-concetta-duval">Practical Problems in Mathematics for Drafting and CAD (Practical Problems In Mathematics Series) Concetta Duval</a> <br /><a href="/scientific-fact-and-metaphysical-reality-arnold-robert-brandon">Scientific Fact and Metaphysical Reality Arnold, Robert Brandon</a> <br /><a href="/geschichte-der-amerikanischen-urreligionen-german-edition-johann-georg-m-ller">Geschichte der Amerikanischen Urreligionen (German Edition) Johann Georg Müller</a> <br /><a href="/memoir-of-the-rev-sydney-smith-by-his-daughter-lady-holland-with-a-selection-from-his-letters-cambridge-library-collection---literary-studies-volume-2">Memoir of the Rev. Sydney Smith: By his Daughter, Lady Holland, with a Selection from his Letters (Cambridge Library Collection - Literary Studies) (Volume 2)</a> <br /><a href="/cours-d-analyse-de-l-ecole-polytechnique-volume-1-calcul-diff-rentiel-cambridge-library-collection---mathematics-french-edition-camille-jordan">Cours d'analyse de l'ecole polytechnique: Volume 1, Calcul différentiel (Cambridge Library Collection - Mathematics) (French Edition) Camille Jordan</a> <br /><a href="/egyptian-decorative-art-a-course-of-lectures-delivered-at-the-royal-institution-cambridge-library-collection---egyptology-william-matthew-flinders-petrie">Egyptian Decorative Art: A Course of Lectures Delivered at the Royal Institution (Cambridge Library Collection - Egyptology) William Matthew Flinders Petrie</a> <br /><a href="/">/</a><br/><a href="/sitemap_0.xml">sitemap 0</a><br/><a href="/sitemap_1.xml">sitemap 1</a><br/><a href="/sitemap_2.xml">sitemap 2</a><br/><a href="/sitemap_3.xml">sitemap 3</a><br/><a href="/sitemap_4.xml">sitemap 4</a><br/><a href="/sitemap_5.xml">sitemap 5</a><br/><a href="/sitemap_6.xml">sitemap 6</a><br/><a href="/sitemap_7.xml">sitemap 7</a><br/><a href="/sitemap_8.xml">sitemap 8</a><br/><a href="/sitemap_9.xml">sitemap 9</a><br/><a href="/sitemap_10.xml">sitemap 10</a><br/><a href="/sitemap_11.xml">sitemap 11</a><br/><a href="/sitemap_12.xml">sitemap 12</a><br/><a href="/sitemap_13.xml">sitemap 13</a><body></html>