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This collection includes:

  • Folder Cover Label
    Shaikh, A. (2019). Wage & property income. Department of Economics, New School for Social Research.
    This item is a label on a blue folder. It marks papers about wages and property wealth.
  • Textbook Chapter Excerpt
    Casella, G., & Berger, R. L. (1990). Statistical inference. Wadsworth & Brooks/Cole Advanced Books & Software.
    This item is a chapter from a statistics textbook. It explains how math rules change random numbers. It tells how to find averages.
  • Handwritten Research Notes
    Shaikh, A. (2019, January 11). Non-linear + log-log property. Department of Economics, New School for Social Research.
    This item shows handwritten ideas by Dr. Anwar Shaikh. He looks at math models for money. He studies how variance grows over time.
  • Handwritten Math Derivation
    Vasquez, J. E. J. (2019, January). Correct log-linear property. Department of Economics, New School for Social Research.
    This item is a page of hand-drawn math formulas. A student named Ivan wrote them. They show random growth paths.
  • Email Correspondence
    Shaikh, A. (2019, January 10). We do get a power law in property income if we use a reflecting barrier. Department of Economics, New School for Social Research.
    This item is an email from Dr. Anwar Shaikh. He sent it to his student assistant. It speaks about setting limits on income models.
  • Data Charts
    Bureau of Labor Statistics. (2019, January). Cumulative probability from above vs. average occupational income (BLS) log-log scale and log-linear scale. Department of Economics, New School for Social Research.
    This item holds two computer charts. They show how job pay is spread out. The curves look like straight lines.
  • Handwritten Literature Notes
    Shaikh, A. (2019, January 27). Gabaix 2009: How to estimate power law?. Department of Economics, New School for Social Research.
    This item contains messy desk notes from Dr. Anwar Shaikh. He writes down page ideas from economic books. He checks tax data counts.
  • Excerpted Bibliography
    Shaikh, A. (2019). References on economic value and price theory. Department of Economics, New School for Social Research.
    This item is a typed list of printed books and articles:
    Bródy, A. (1997). The second eigenvalue of the Leontief matrix. Economic Systems Research, 9(3), 253–258. Carfax Publishing.
    Frobenius, G. (1908). Über Matrizen aus positiven Elementen, 1. Sitzungsberichte der Königlich Preussischen Akademie der Wissenschaften, 471–476. Königliche Akademie der Wissenschaften.
    Frobenius, G. (1912). Ueber Matrizen aus nicht negativen Elementen. Sitzungsberichte der Königlich Preussischen Akademie der Wissenschaften, 456–477. Königliche Akademie der Wissenschaften.
    Gurgul, H., & Wójtowicz, T. (2015). On the economic interpretation of the Bródy conjecture. Economic Systems Research, 27(1), 122–131. Taylor & Francis.
    Harcourt, G. C. (1969). Some Cambridge controversies in the theory of capital. Journal of Economic Literature, 7(2), 369–405. American Economic Association.
    Hawkins, T. (2013). The mathematics of Frobenius in context: A journey through 18th to 20th century mathematics. Springer.
    Mariolis, T., & Tsoulfidis, L. (2011). Eigenvalue distribution and the production price-profit rate relationship: Theory and empirical evidence. Evolutionary and Institutional Economics Review, 8(1), 87–122. Springer.
    Mariolis, T., & Tsoulfidis, L. (2012). On Bródy's conjecture: Facts and figures from the US economy (MPRA Paper No. 43719). University Library of Munich.
    Molnar, G., & Simonovits, A. (1998). A note on the subdominant eigenvalue of a large stochastic matrix. Economic Systems Research, 10(1), 79–82. Taylor & Francis.
    Ochoa, E. (1984). Labor values and prices of production: An interindustry study of the U.S. economy, 1947–1972. New School for Social Research.
    Salvadori, N., & Steedman, I. (1988). No reswitching? No switching! Cambridge Journal of Economics, 12(4), 481–486. Oxford University Press.
    Schefold, B. (2013). Approximate surrogate production functions. Cambridge Journal of Economics, 37(5), 1161–1184. Oxford University Press.
    Schefold, B. (2013). Only a few techniques matter! On the number of curves on the wage frontier. In E. S. Levrero, A. Palumbo, & A. Stirati (Eds.), Sraffa and the reconstruction of economic theory: Vol. 1. Theories of value and distribution. Palgrave Macmillan.
    Schefold, B., & Han, Z. (2006). An empirical investigation of paradoxes: Reswitching and reverse capital deepening in capital theory. Cambridge Journal of Economics, 30(5), 737–765. Oxford University Press.
    Serrano, F. (2005). Reversão da intensidade de capital, retorno das técnicas e indeterminação da dotação de capital: A crítica sraffiana à teoria neoclássica. Instituto de Economia, Universidade Federal do Rio de Janeiro.
    Shaikh, A. (1998). The empirical strength of the labour theory of value. Marxian Economics: A Reappraisal, 2, 225–251. Palgrave Macmillan.
  • Handwritten Research Notes
    Shaikh, A. (2019, January 24). Gini & power law expl. Department of Economics, New School for Social Research.
    This item lists steps to map out charts. Dr. Anwar Shaikh notes how to fix graph titles. He checks data years up to 2013.
  • Email Correspondence
    Shaikh, A. (2017, March 1). Distribution relative to time-varying means. Department of Economics, New School for Social Research.
    This item is an older email message. Dr. Anwar Shaikh discusses how average firm profits drift up and down. He looks at math shapes.
  • Research Paper Draft and Data Visualizations
    Shaikh, A. (2019, February 10). Profit rate distribution. Department of Economics, New School for Social Research.
    This item is a short research essay. It includes business profit graphs made from corporate statistics. It explains how firm sizes alter costs.
  • Handwritten Formula Notes
    Shaikh, A. (2019, January). Rationale for R & uc?. Department of Economics, New School for Social Research.
    This item is a sheet of mathematical scribbles. Dr. Anwar Shaikh tests random calculus paths. He sketches weather-like pressure trends for unit costs.
  • Class Lecture Notes
    Shaikh, A. (2018, December 6). Stochastic differential equations notes. Department of Economics, New School for Social Research.
    This item is a short classroom handout. It breaks down complex math steps for wage equality. It solves models in two separate ways.
  • Handwritten Planning Notes
    Shaikh, A. (2019, January 14). BLS occupational data (X/Sx chart). Department of Economics, New School for Social Research.
    This item outlines future tasks. Dr. Anwar Shaikh plans to analyze personal income spreads. He wants to test log-normal math curves.
  • Data Charts
    Bureau of Labor Statistics. (2013). Cumulative frequency from above, average income by detailed occupation, ALL (BLS 2013) log-log scale and log-linear scale. Department of Economics, New School for Social Research.
    This item finishes the folder with two final charts. They show occupational wages from 2013. Blue dots track the trends.

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