Talk:Panel data
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I'm not overly concerned one way or the other, however, the last edit is unnecessary. "Longitudinal data" is time-series data. See any of multiple definitions on the web. For example, http://www.cacr.ca/news/2002/0204pahwa.htm
Wikiant 17:47, 31 January 2006 (UTC)
Removed this from External Links section because it leads to a 404 error:
Lingamer8 16:46, 31 January 2007 (UTC)
I second that Time Series is not necessarily one-dimensional. See Multiple-Time-Series. — Preceding unsigned comment added by 195.176.26.99 (talk) 15:57, 6 July 2011 (UTC)
the examples of panels above do not match the matrix description below: "A panel has the form x_it =.." In fact the panels above cannot be described with one matrix only, as there are more than one variables contained. (sex, age, income). So the statement "A panel has the form [...]" is wrong. — Preceding unsigned comment added by 213.23.17.234 (talk) 13:09, 3 November 2011 (UTC)
is currently undefined for fixed effects model. — Preceding unsigned comment added by 158.129.140.71 (talk) 12:44, 27 August 2014 (UTC)
Dr. Mora's comment on this article
editDr. Mora has reviewed this Wikipedia page, and provided us with the following comments to improve its quality:
Is important include pseudopanel theory, selectio bias in panel..and selection bias in pseudopanel
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- Reference: Jhon James Mora Rodríguez and Juan Muro (2015). Consistent Estimation in Pseudo Panels in the Presence of Selection Bias. Economics: The Open-Access, Open-Assessment E-Journal, 8 (2014-43): 1—25. http://dx.doi.org/10.5018/economics-ejournal.ja.2014-43
Dr. Sul's comment on this article
editDr. Sul has reviewed this Wikipedia page, and provided us with the following comments to improve its quality:
1. Need to discuss why the panel data have become of interest more. Usually panel information helps to identify hidden parameters which cannot be identify either by using only cross sectional or time series information. For example, factor structure cannot be identified in univariate time series data.
2. Example: This section should include how the panel method helps to identify and estimate the hidden parameters. Including difference in difference and factor structure would be good examples. 3. Analysis of panel data: Too short. Should be deleted, or provide extend coverage.
4. Data Sets which have a panel design: All examples are for the micro panel. Need to mention why many countries need to construct the panel survey.
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- Reference : Peter C.B. Phillips & Donggyu Sul, 2007. "Transition Modeling and Econometric Convergence Tests," Cowles Foundation Discussion Papers 1595, Cowles Foundation for Research in Economics, Yale University.
Dr. Nguena's comment on this article
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The content "Analysis of panel data" is not complete. Please add the following:
1) Individual-Effects Model The standard panel data specification is that there is an individual-specific effect which enters linearly in the regression: yit = x'itβ + ui + eit. The typical maintained assumptions are that the individuals i are mutually independent, that ui and eit are independent, that eit is iid across individuals and time, and that eit is uncorrelated with xit. OLS of yit on xit is called pooled estimation. It is consistent if: E(xitui) = 0
(1) If this condition fails, then OLS is inconsistent. (1) fails if the individual-specific unobserved effect ui is correlated with the observed explanatory variables xit. This is often believed to be plausible if ui is an omitted variable. If (1) is true, however, OLS can be improved upon via a GLS technique. In either event, OLS appears a poor estimation choice. Condition (1) is called the random effects hypothesis. It is a strong assumption, and most applied researchers try to avoid its use.
2) Fixed Effects This is the most common technique for estimation of non-dynamic linear panel regressions. The motivation is to allow ui to be arbitrary, and have arbitrary correlated with xi. The goal is to eliminate ui from the estimator, and thus achieve invariance.
3) Dynamic Panel Regression A dynamic panel regression has a lagged dependent variable yit = αyit−1 + x'itβ + ui + eit.
(2) This is a model suitable for studying dynamic behavior of individual agents. Unfortunately, the fixed effects estimator is inconsistent, at least if T is held finite as n → ∞. This is because the sample mean of yit−1 is correlated with that of eit. The standard approach to estimate a dynamic panel is to combine first-differencing with IV or GMM. Taking first-differences of (19.3) eliminates the individual-specific effect: Δyit = αΔyit−1 + Δx'itβ + Δeit.
(3) However, if eit is iid, then it will be correlated with Δyit−1 : E(Δyit−1Δeit) = E((yit−1 − yit−2) (eit − eit−1)) = −E(yit−1eit−1) = −σ2e . So OLS on (3) will be inconsistent. But if there are valid instruments, then IV or GMM can be used to estimate the equation. Typically, we use lags of the dependent variable, two periods back, as yt−2 is uncorrelated with Δeit. Thus values of yit−k, k ≥ 2, are valid instruments. Hence a valid estimator of α and β is to estimate (3) by IV using yt−2 as an instrument for Δyt−1 (which is just identified). Alternatively, GMM using yt−2 and yt−3 as instruments (which is overidentified, but loses a time-series observation). A more sophisticated GMM estimator recognizes that for time-periods later in the sample, there are more instruments available, so the instrument list should be different for each equation. This is conveniently organized by the GMM principle, as this enables the moments from the different timeperiods to be stacked together to create a list of all the moment conditions. A simple application of GMM yields the parameter estimates and standard errors.
Reference:
William H. Greene (2002) "ECONOMETRIC ANALYSIS". FIFTH EDITION. New York University.
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Dr. Sosvilla-Rivero's comment on this article
editDr. Sosvilla-Rivero has reviewed this Wikipedia page, and provided us with the following comments to improve its quality:
After the example, "and person 3 is not observed in 2001 or 2003." better than "and person 3 is not observed in 2003 or 2001."
When presenting the structure of the data and the two formats "long" and "wide", it could be interesting to mention that in Stata there are two command "reshape long" and "wide reshape" to convert from one format to another.
An example of the wide format could be presented: id sex Income2001 Income2002 Income2003 1 1 1300 1600 2000 2 2 2000 2300 2400
When presenting the analysis of panel data, it should be mention a third model: the pooled-OLS model.It should be mentioned that in order to determine the empirical relevance of each of the potential methods for our panel data, several statistic tests can be used. In particular, to test fixed-effects versus random-effects, the Hausman test statistic can be used to test for non-correlation between the unobserved effect and the regressors (see Baltagi, 2008, chapter 4). Additionally, to choose between pooled-OLS and random-effects, the Breusch and Pagan (1980)’s Lagrange multiplier test can be used to test for the presence of an unobserved effect. Finally, the F test for fixed effects can be used to test whether all unobservable individual effects are zero, in order to discriminate between pooled-OLS and random-effects.
Reefrences: Baltagi, B. D. (2008). Econometric analysis of panel data, fourth ed. Chichester: John Wiley and Sons.
Breusch, T. S. and Pagan, A R. (1980). The Lagrange multiplier test and its applications to model specification in econometrics. Review of Economic Studies, 47, 239-253.
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Dr. Farsi's comment on this article
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Clear and concise.
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- Reference : Cullmann, Astrid & Farsi, Mehdi & Filippini Massimo, 2009. "Unobserved Heterogeneity and International Benchmarking in Public Trasport," Quaderni della facolta di Scienze economiche dell'Universita di Lugano 0904, USI Universita della Svizzera italiana.
Dr. Reed's comment on this article
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This article is missing a discussion of the great variety of different panel data estimators such as the list below:
- Fixed Effects - Random Effects - OLS (Robust Cluster) - FGLS (Weights/EVC) - Panel Corrected Standard Error (PCSE) - OLS (Driscoll – Kray) - Correlated Random Effects - Anderson-Hsaio - Difference GMM - System GMM - Mean Group - Pooled Mean Group - Dynamic Fixed Effect - Common Correlated Effects Mean Group - Augmented Mean Group
A good discussion of modern panel data estimators, with many relevant references, is Eberhardt, M. and Teal, F. (2011), ECONOMETRICS FOR GRUMBLERS: A NEW LOOK AT THE LITERATURE ON CROSS-COUNTRY GROWTH EMPIRICS. Journal of Economic Surveys, 25: 109–155. doi:10.1111/j.1467-6419.2010.00624.x
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Dr. Marquez-Ramos's comment on this article
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1. in the original text, it appears: "Panel data contain observations of multiple phenomena obtained over multiple time periods for the same firms or individuals". Also other entities can be followed over time, not necessarily only firms or individuals, So I would suggest to finish the sentence with "for the same units, as is the case of regions, countries, firms or individuals".
2. " In biostatistics, the term longitudinal data is often used instead". The term can be used in econometrics too (and probably in other disciplines). I suggest writing "The term longitudinal data is also often used instead".
3. I suggest to start in a new paragraph after "Because each person is observed every year, the left-hand data set is called a balanced panel, whereas the data set on the right hand is called an unbalanced panel, since person 1 is not observed in year 2003 and person 3 is not observed in 2003 or 2001." So the paragraph describes the dataset.
4. After the description of the example/dataset, I suggest starting with a new section "Structure of panel data: long and wide formats"
5. After this, the new section would read as follows "This specific structure these data sets are in is called long format where one row holds one observation per time. Another way to structure panel data would be the wide format where one row represents one observational unit for all points in time (for the example, the wide format would have only two (left example) or three (right example) rows of data with additional columns for each time-varying variable (income, age). Representing panel data in long format is much more common than using the wide format."
However, I believe that this description might not be easily understood by the audience and I suggest to simplify things and to show the dataset in wide format:
"The previous example provides an illustration in long format, which uses multiple rows for each observation or participant. Another way to structure panel data would be using the wide format, which uses one row for each observation or participant".
Then, I suggest showing the example in wide format, the balanced panel in wide format is:
person income2001 income2002 income2003 age2001 age2002 age2003 sex2001 sex2002 sex 2003 1 1300 1600 2000 27 28 29 1 1 1 2 2000 2300 2400 38 39 40 2 2 2
An explanaition could be added. "It can be observed that the first person (1), with sex encoded as 1 (let's say, female) and 27 years in 2001, earned 1300 monetary units in 2001; 1600 monetary units in 2002; and 2000 monetary units in 2003."
I can continue to illustrate the "analysis of panel data" with this specific example later.
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- Reference : Luis Marcelo Florensa & Laura Marquez-Ramos & Maria Luisa Recalde & Maria Victoria Barone, 2014. "Does economic integration increase trade margins? Empirical evidence from LAIAs countries," Working Papers 2014/05, Economics Department, Universitat Jaume I, Castellon (Spain).