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   In: Journal of Econometrics.
   RePEc:eee:econom:v:196:y:2017:i:2:p:331-346.

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2. Nonparametric inference on conditional quantile differences and linear combinations, using L-statistics. (2016). Kaplan, David ; Goldman, Matt.
   In: Working Papers.
   RePEc:umc:wpaper:1620.

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3. Fractional order statistic approximation for nonparametric conditional quantile inference. (2016). Kaplan, David ; Goldman, Matt.
   In: Papers.
   RePEc:arx:papers:1609.09035.

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4. Nonparametric inference on conditional quantile differences and linear combinations, using L-statistics. (2015). Kaplan, David ; Goldman, Matt.
   In: Working Papers.
   RePEc:umc:wpaper:1503.

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5. Fractional order statistic approximation for nonparametric conditional quantile inference. (2015). Kaplan, David ; Goldman, Matt.
   In: Working Papers.
   RePEc:umc:wpaper:1502.

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22. Sasaki, Y. (2012). What do quantile regressions identify for general structural functions? Working paper, available at http://www.econ2.jhu.edu/People/Sasaki. A Mathematical proofs Lemma 1 proof For the approximation error, consider a general scalar function f() where f00 () is Lipschitz continuous. For small h > 0, Taylor approximation yields f(x0 + h) = f(x0) + hf0 (x0) + (1/2)h2 f00 (˜ x), (12) f(x0 − h) = f(x0) − hf0 (x0) + (1/2)h2 f00 ( x), (13) where x0 − h ≤ x ≤ x0 ≤ ˜ x ≤ x0 + h. Subtracting (13) from (12) and dividing by 2h yields f(x0 + h) − f(x0 − h) 2h = f0 (x0) + (1/2)h2 [f00 (˜ x) − f00 ( x)]/(2h) = f0 (x0) + O(h2 ) (14) since the Lipschitz continuity implies |f00 (˜ x) − f00 (

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1. The impact of air pollution on birthweight: evidence from grouped quantile regression. (2022). Pons, Martina.
   In: Empirical Economics.
   RePEc:spr:empeco:v:62:y:2022:i:1:d:10.1007_s00181-021-02048-w.

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2. Fast algorithms for the quantile regression process. (2022). Melly, Blaise ; Fernandez-Val, Ivan ; Chernozhukov, Victor.
   In: Empirical Economics.
   RePEc:spr:empeco:v:62:y:2022:i:1:d:10.1007_s00181-020-01898-0.

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3. Model averaging marginal regression for high dimensional conditional quantile prediction. (2021). Tu, Jingwen ; Lv, Jing ; Yang, HU ; Guo, Chaohui.
   In: Statistical Papers.
   RePEc:spr:stpapr:v:62:y:2021:i:6:d:10.1007_s00362-020-01212-1.

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4. Babies and Bandidos: Birth outcomes in pacified favelas of Rio de Janeiro. (2021). Lautharte, Ildo.
   In: Journal of Health Economics.
   RePEc:eee:jhecon:v:77:y:2021:i:c:s0167629621000424.

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5. Multi-valued Double Robust quantile treatment effect. (2020). Furno, Marilena ; Caracciolo, Francesco.
   In: Empirical Economics.
   RePEc:spr:empeco:v:58:y:2020:i:5:d:10.1007_s00181-018-1584-7.

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6. Evolution of the Infant Health Production Function. (2018). Dave, Dhaval ; Reichman, Nancy E ; Corman, Hope.
   In: Southern Economic Journal.
   RePEc:wly:soecon:v:85:y:2018:i:1:p:6-47.

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7. A quantile correlated random coefficients panel data model. (2018). Powell, James ; Poirier, Alexandre ; Hahn, Jinyong ; Graham, Bryan.
   In: Journal of Econometrics.
   RePEc:eee:econom:v:206:y:2018:i:2:p:305-335.

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8. Joint Estimation of Quantile Planes Over Arbitrary Predictor Spaces. (2017). Yang, Yun ; Tokdar, Surya T.
   In: Journal of the American Statistical Association.
   RePEc:taf:jnlasa:v:112:y:2017:i:519:p:1107-1120.

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9. Evolution of the Infant Health Production Function. (2017). Dave, Dhaval ; Reichman, Nancy E ; Corman, Hope.
   In: NBER Working Papers.
   RePEc:nbr:nberwo:24131.

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10. Extremal quantile regression: an overview. (2017). Fernandez-Val, Ivan ; Chernozhukov, Victor ; Kaji, Tetsuya.
    In: CeMMAP working papers.
    RePEc:ifs:cemmap:65/17.

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11. Evolution of the Infant Health Production Function. (2017). Dave, Dhaval ; Reichman, Nancy E ; Corman, Hope.
    In: Working Papers.
    RePEc:ess:wpaper:id:12331.

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12. Fractional order statistic approximation for nonparametric conditional quantile inference. (2017). Kaplan, David ; Goldman, Matt.
    In: Journal of Econometrics.
    RePEc:eee:econom:v:196:y:2017:i:2:p:331-346.

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13. Extremal Quantile Regression: An Overview. (2017). Chernozhukov, Victor ; Kaji, Tetsuya ; Fern, Iv'An.
    In: Papers.
    RePEc:arx:papers:1612.06850.

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14. Fractional order statistic approximation for nonparametric conditional quantile inference. (2016). Kaplan, David ; Goldman, Matt.
    In: Papers.
    RePEc:arx:papers:1609.09035.

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15. Fractional order statistic approximation for nonparametric conditional quantile inference. (2015). Kaplan, David ; Goldman, Matt.
    In: Working Papers.
    RePEc:umc:wpaper:1502.

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16. Improved quantile inference via fixed-smoothing asymptotics and Edgeworth expansion. (2015). Kaplan, David.
    In: Journal of Econometrics.
    RePEc:eee:econom:v:185:y:2015:i:1:p:20-32.

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17. BIRTH WEIGHT AND FAMILY STATUS REVISITED: EVIDENCE FROM AUSTRIAN REGISTER DATA. (2014). Pruckner, Gerald ; Frimmel, Wolfgang.
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18. Nonparametric Inference on Quantile Marginal Effects. (2014). Kaplan, David.
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19. Vector quantile regression. (2014). Galichon, Alfred ; Chernozhukov, Victor ; Carlier, Guillaume.
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20. HIGHLIGHTING DIFFERENCES BETWEEN CONDITIONAL AND UNCONDITIONAL QUANTILE REGRESSION APPROACHES THROUGH AN APPLICATION TO ASSESS MEDICATION ADHERENCE. (2013). Basu, Anirban ; Borah, Bijan J..
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21. IDEAL Inference on Conditional Quantiles via Interpolated Duals of Exact Analytic L-statistics. (2013). Kaplan, David.
    In: Working Papers.
    RePEc:umc:wpaper:1316.

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22. Headlights on tobacco road to low birthweight outcomes. (2013). Kristensen, Johannes ; Dahl, Christian ; Bache, Stefan .
    In: Empirical Economics.
    RePEc:spr:empeco:v:44:y:2013:i:3:p:1593-1633.

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23. Combining insights from quantile and ordinal regression: Child malnutrition in Guatemala. (2013). Sweeney, Stuart ; Grace, Kathryn ; Davenport, Frank.
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24. What is driving the black–white difference in low birthweight in the US?. (2012). Long, Sharon ; Lhila, Aparna .
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25. State abstinence education programs and teen birth rates in the US. (2012). Cannonier, Colin.
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26. Valuing mother and child health: The intrauterine environment. (2012). Nastis, Stefanos ; Crocker, Thomas D..
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27. Bayesian modeling of joint and conditional distributions. (2012). Pelenis, Justinas ; Norets, Andriy.
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28. Child care subsidies and childhood obesity. (2011). Tekin, Erdal ; Herbst, Chris .
    In: Review of Economics of the Household.
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29. Birth weight and family status revisited: evidence from Austrian register data. (2011). Pruckner, Gerald ; Frimmel, Wolfgang.
    In: NRN working papers.
    RePEc:jku:nrnwps:2011_18.

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30. Birth weight and family status revisited: evidence from Austrian register data. (2011). Pruckner, Gerald ; Frimmel, Wolfgang.
    In: Economics working papers.
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31. The impact of trade liberalization on productivity: Evidence from Indias formal and informal manufacturing sectors. (2011). Nataraj, Shanthi.
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32. Birth Outcome Measures and Infant Mortality. (2010). Ma, Sai ; Finch, Brian.
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33. Nonparametric estimation of distributional policy effects. (2010). Rothe, Christoph.
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34. The impact of piped water provision on infant mortality in Brazil: A quantile panel data approach. (2010). Khan, Shakeeb ; Gamper-Rabindran, Shanti ; Timmins, Christopher.
    In: Journal of Development Economics.
    RePEc:eee:deveco:v:92:y:2010:i:2:p:188-200.

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35. Multiple‐Output Child Health Production Functions: The Impact of Time‐Varying and Time‐Invariant Inputs. (2009). Crocker, Thomas D ; Atkinson, Scott E ; Agee, Mark D.
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36. Quantile effects of prenatal care utilization on birth weight in Argentina. (2009). Ohsfeldt, Robert L. ; Lopez-Camelo, Jorge S. ; Murray, Jeffrey C. ; Wehby, George L. ; Castilla, Eduardo E..
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37. Child Care Subsidies and Childhood Obesity. (2009). Tekin, Erdal ; Herbst, Chris M..
    In: NBER Working Papers.
    RePEc:nbr:nberwo:15007.

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38. State Abstinence Education Programs and Teen Fertility in the U.S.. (2009). Cannonier, Colin.
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    RePEc:lsu:lsuwpp:2009-14.

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39. Child Care Subsidies and Childhood Obesity. (2009). Tekin, Erdal ; Herbst, Chris M..
    In: IZA Discussion Papers.
    RePEc:iza:izadps:dp4255.

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40. Heterogeneous adaptation and income effects across self-reported health distribution?. (2009). Costa-Font, Montserrat.
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    RePEc:eee:soceco:v:38:y:2009:i:4:p:574-580.

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41. Board independence, CEO duality and firm performance: A quantile regression analysis for Indonesia, Malaysia, South Korea and Thailand. (2009). Van Witteloostuijn A., ; Ramdani D., .
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42. Board independence, CEO duality and firm performance: A quantile regression analysis for Indonesia, Malaysia, South Korea and Thailand. (2009). Ramdani, Dendi ; van Witteloostuijn, Arjen.
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43. Multiple‐Output Child Health Production Functions: The Impact of Time‐Varying and Time‐Invariant Inputs. (2008). Crocker, Thomas D ; Atkinson, Scott E ; Agee, Mark D.
    In: Southern Economic Journal.
    RePEc:wly:soecon:v:75:y:2008:i:2:p:410-428.

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44. The Impact of Piped Water Provision on Infant Mortality in Brazil: A Quantile Panel Data Approach. (2008). Khan, Shakeeb ; Gamper-Rabindran, Shanti ; Timmins, Christopher.
    In: NBER Working Papers.
    RePEc:nbr:nberwo:14365.

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45. Headlights on tobacco road to low birthweight outcomes - Evidence from a battery of quantile regression estimators and a heterogeneous panelCreation-Date: 20080508. (2008). Kristensen, Johannes ; Dahl, Christian ; Bache, Stefan ; Tang, Johannes.
    In: CREATES Research Papers.
    RePEc:aah:create:2008-20.

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46. Household Characteristics and Calorie Intake in Rural India: A Quantile Regression Approach. (2005). Sinha, Kompal.
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47. The height-for-age of Indian children. (2005). Borooah, Vani.
    In: Economics & Human Biology.
    RePEc:eee:ehbiol:v:3:y:2005:i:1:p:45-65.

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48. Extremal quantile regression. (2005). Chernozhukov, Victor.
    In: Papers.
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49. The importance of individual heterogeneity in the decomposition of measures of socioeconomic inequality in health: An approach based on quantile regression. (2002). López Nicolás, Ángel ; Jones, Andrew ; Lopez-Nicolas, ngel .
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50. Quantile Regression. (2001). koenker, roger ; Hallock, Kevin.
    In: Journal of Economic Perspectives.
    RePEc:aea:jecper:v:15:y:2001:i:4:p:143-156.

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