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  1. 26. Okt. 2024 · Joan Robinson (1903-1983) was a Cambridge professor who developed and extended Keynesian economic theory. She also incorporated Marxist elements and studied China's economic system.

  2. 14. Okt. 2024 · Independently devised by John Hicks and Joan Robinson, the elasticity of substitution (σ) plays an important role in mainstream theories of inequality. This paper examines the role of σ in Robinson's writings, charting the differing ways in which she used it to examine questions of distribution. Robinson initially applied the ...

  3. 18. Okt. 2024 · The theory was developed almost simultaneously by the American economist Edward Hastings Chamberlin in his Theory of Monopolistic Competition (1933) and by the British economist Joan Robinson in her Economics of Imperfect Competition (1933).

  4. 5. Okt. 2024 · (DOI: 10.1007/978-3-030-57609-7_11) This chapter draws on the insights by the grande dame of economics, the post-Keynesian economist Joan Robinson. She not only criticized the dominant economic theory (neoclassical economics) but also argued for pluralism in economic teaching. Her work focused on the dynamics of markets, arguing that ...

  5. 25. Okt. 2024 · Nuno Ornelas Martins, professor at Católica Porto Business School and President of the school's Scientific Council, was the keynote speaker at the inaugural workshop of the GirtonTalks initiative, which celebrated the 120th anniversary of Joan Robinson's birth in Cambridge.

  6. 25. Okt. 2024 · Joan Robinson | Denver Post via Getty Images. This article looks at the contributions of Joan Robinson in understanding the elasticity of substitution, a key concept used in the study of inequality today. Author. Rahul Menon, Associate Professor, Jindal School of Government and Public Policy, O.P. Jindal Global University, Sonipat, Haryana, India.

  7. oro.open.ac.uk › view › personOpen Research Online

    14. Okt. 2024 · Joan Robinsons intelligible Marxism and The Accumulation of Capital: a generalisation of the two-sector reproduction scheme. Cambridge Journal of Economics, 47(5) pp. 931–942. Download Published Version (PDF / 308kB)