Aradillas-Lopez, A. & Tamer, E. (2008) The identification power of equilibrium in simple games. Journal of Business & Economic Statistics
26(3), 261–283.
Beresteanu, A. (2005) Nonparametric analysis of cost complementarities in the telecommunications industry. RAND Journal of Economics
36(4), 870–889.
Beresteanu, A. (2007) Nonparametric estimation of regression functions under restrictions on partial derivatives. Unpublished manuscript.
Bhattacharya, J., Shaikh, A.M., & Vytlacil, E. (2008) Treatment effect bounds under monotonicity assumptions: An application to Swan–Ganz catheterization. American Economic Review
98(2), 351–356.
Bhattacharya, J., Shaikh, A.M., & Vytlacil, E. (2012) Treatment effect bounds: An application to Swan–Ganz catheterization. Journal of Econometrics
168(2), 223–243.
Bitler, M.P., Gelbach, J.B., & Hoynes, H.W. (2006) What mean impacts miss: Distributional effects of welfare reform experiments. American Economic Review
96(4), 988–1012.
Bitler, M.P., Gelbach, J.B., & Hoynes, H.W. (2008) Distributional impacts of the self-sufficiency project. Journal of Public Economics
92(3), 748–765.
Bitler, M.P., Gelbach, J.B., & Hoynes, H.W. (2014) Can variation in subgroups’ average treatment effects explain treatment effect heterogeneity? Evidence from a social experiment. NBER Working Paper 20142.
Blundell, R., Gosling, A., Ichimura, H., & Meghir, C. (2007) Changes in the distribution of male and female wages accounting for employment composition using bounds. Econometrica
75(2), 323–363.
Cattaneo, M.D. (2010) Multi-valued treatment effects. In Durlauf, S.N. & Blume, L.E. (eds.), New Palgrave Dictionary of Economics, Palgrave Macmillan, pp. 855–857.
Chernozhukov, V., Kim, W., Lee, S., & Rosen, A.M. (2015) Implementing intersection bounds in Stata. Stata Journal
15(1), 21–44.
Chernozhukov, V., Lee, S., & Rosen, A.M. (2013) Intersection bounds: Estimation and inference. Econometrica
81(2), 667–737.
Cox, D.R. (1958) Planning of Experiments. Wiley.
Djebbari, H. & Smith, J. (2008) Heterogeneous impacts in PROGRESA. Journal of Econometrics
145(1), 64–80.
Eeckhout, J. & Kircher, P. (2011) Identifying sorting – In theory. Review of Economic Studies
78(3), 872–906.
Fan, Y. & Park, S.S. (2010) Sharp bounds on the distribution of treatment effects and their statistical inference. Econometric Theory
26, 931–951.
Feller, A. & Holmes, C.C. (2009) Beyond toplines: Heterogeneous treatment effects in randomized experiments. Unpublished manuscript.
Fischel, W.A. (2001) The Homevoter Hypothesis. Harvard University Press.
Frank, M.J., Nelsen, R.B., & Schweizer, B. (1987) Best-possible bounds for the distribution of a sum – A problem of Kolmogorov. Probability Theory and Related Fields
74(2), 199–211.
Giustinelli, P. (2011) Non-parametric bounds on quantiles under monotonicity assumptions: With an application to the Italian education returns. Journal of Applied Econometrics
26(5), 783–824.
Graham, B.S., Imbens, G.W., & Ridder, G. (2014) Complementarity and aggregate implications of assortative matching: A nonparametric analysis. Quantitative Economics
5(1), 29–66.
Gundersen, C., Kreider, B., & Pepper, J.V. (2012) The impact of the National School Lunch Program on child health: A nonparametric bounds analysis. Journal of Econometrics
166(1), 79–91.
Kreider, B. & Hill, S.C. (2009) Partially identifying treatment effects with an application to covering the uninsured. Journal of Human Resources
44(2), 409–449.
Kreider, B. & Pepper, J.V. (2007) Disability and employment: Reevaluating the evidence in light of reporting errors. Journal of the American Statistical Association
102(478), 432–441.
Kreinovich, V. & Ferson, S. (2006) Computing best–possible bounds for the distribution of a sum of several variables is NP–hard. International Journal of Approximate Reasoning
41(3), 331–342.
Lalive, R., Van Ours, J., & Zweimüller, J. (2006) How changes in financial incentives affect the duration of unemployment. Review of Economic Studies
73(4), 1009–1038.
Lazzati, N. (2015) Treatment response with social interactions: Partial identification via monotone comparative statics. Quantitative Economics
6(1), 49–83.
Makarov, G.D. (1982) Estimates for the distribution function of a sum of two random variables when the marginal distributions are fixed. Theory of Probability & its Applications
26(4), 803–806.
Manski, C.F. (1989) Anatomy of the selection problem. Journal of Human Resources
24(3), 343–360.
Manski, C.F. (1997) Monotone treatment response. Econometrica
65(6), 1311–1334.
Manski, C.F. (2003) Partial Identification of Probability Distributions. Springer.
Manski, C.F. (2013) Identification of treatment response with social interactions. Econometrics Journal
16(1), S1–S23.
Manski, C.F. & Nagin, D.S. (1998) Bounding disagreements about treatment effects: A case study of sentencing and recidivism. Sociological Methodology
28(1), 99–137.
Manski, C.F. & Pepper, J.V. (2000) Monotone instrumental variables: With an application to the returns to schooling. Econometrica
68(4), 997–1010.
Manski, C.F. & Pepper, J.V. (2009) More on monotone instrumental variables. Econometrics Journal
12, S200–S216.
McMillen, D.P. & McDonald, J.F. (1991) A Markov chain model of zoning change. Journal of Urban Economics
30(2), 257–270.
Molinari, F. & Rosen, A.M. (2008) The identification power of equilibrium in games: The supermodular case. Journal of Business & Economic Statistics
26(3), 297–302.
Neumark, D. & Wascher, W. (2011) Does a higher minimum wage enhance the effectiveness of the Earned Income Tax Credit?
Industrial and Labor Relations Review
64(4), 712–746.
Pepper, J.V. (2000) The intergenerational transmission of welfare receipt: A nonparametric bounds analysis. Review of Economics and Statistics
82(3), 472–488.
Rubin, D.B. (1978) Bayesian inference for causal effects: The role of randomization. Annals of Statistics
6(1), 34–58.
Shertzer, A., Twinam, T., & Walsh, R.P. (2016a) Race, ethnicity, and discriminatory zoning. American Economic Journal: Applied Economics
8(3), 1–31.
Shertzer, A., Twinam, T., & Walsh, R.P. (2016b) Zoning and the economic geography of cities. Unpublished manuscript.
Tsunao, O. & Usui, E. (2014) Concave–monotone treatment response and monotone treatment selection: With an application to the returns to schooling. Quantitative Economics
5(1), 175–194.
Williamson, R.C. & Downs, T. (1990) Probabilistic arithmetic. I. Numerical methods for calculating convolutions and dependency bounds. International Journal of Approximate Reasoning
4(2), 89–158.