Карл Маркс

Нищета философии


Скачать книгу

экономии». Тт. I–II, Брюссель, 1837–1838). – 75.

      2

      Lauderdale. «Recherches sur la nature et l'origine de la richesse publique». Traduit de l'anglais, par E. Lagentie de Lavaisse. Paris, 1808, p. 33. – 76.

      3

      D. Ricardo. «Des principes de l'economie politique et de l'impot». Traduit de l'anglais par F.-S. Constancio, avec des notes explicatives et critiques par J.-B. Say. T. II, Paris, 1835, p. 65 (Д. Рикардо. «О началах политической экономии и налогового обложения». Перевод с английского Ф. С. Констансио, с пояснительными и критическими примечаниями Ж. Б. Сэя. Т. II, Париж, 1835, стр. 65). – 76.

      4

      Наоборот. Ред.

      5

      Имеется в виду книга: A. Anderson. «An Historical and Chronological Deduction of the Origin of Commerce from the Earliest Accounts to the Present Time» (А. Андерсон. «Исторический и хронологический очерк происхождения торговли от самых ранних сведений о ней до настоящего времени»). Первое издание вышло в Лондоне в 1764 году. – 77.

      6

      Н. Storch. «Cours d'economie politique, ou Exposition des principes qui determinent la prosperite des nations». T. I–IV, Paris, 1823 А. Шторх. «Курс политической экономии, или Изложение начал, определяющих благоденствие народов». Тт. I–IV, Париж, 1823). Маркс ссылается на I том. – 78.

      7

      Имеется в виду период, наступивший после окончания наполеоновских войн в 1815 г. и реставрации династии Бурбонов во Франций. – 82.

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