Estimation of Dynamic Causal Effects

Slides:



Advertisements
Similar presentations
Introduction Describe what panel data is and the reasons for using it in this format Assess the importance of fixed and random effects Examine the Hausman.
Advertisements

Econometric Analysis of Panel Data Panel Data Analysis – Random Effects Assumptions GLS Estimator Panel-Robust Variance-Covariance Matrix ML Estimator.
Regression with Panel Data
Classical Linear Regression Model
The Simple Regression Model
Using SAS for Time Series Data
Economics 20 - Prof. Anderson1 Time Series Data y t =  0 +  1 x t  k x tk + u t 2. Further Issues.
Chapter 11 Autocorrelation.
FITTING MODELS WITH NONSTATIONARY TIME SERIES 1 Detrending Early macroeconomic models tended to produce poor forecasts, despite having excellent sample-period.
OUTLIER, HETEROSKEDASTICITY,AND NORMALITY
Regression with a Binary Dependent Variable
Economics Prof. Buckles1 Time Series Data y t =  0 +  1 x t  k x tk + u t 1. Basic Analysis.
Chapter 7 Hypothesis Tests and Confidence Intervals in Multiple Regression.
Linear Regression with One Regression
Economics 20 - Prof. Anderson1 Time Series Data y t =  0 +  1 x t  k x tk + u t 2. Further Issues.
Chapter 15 Estimation of Dynamic Causal Effects. 2 Estimation of Dynamic Causal Effects (SW Chapter 15)
1 Ka-fu Wong University of Hong Kong Forecasting with Regression Models.
Chapter 8 Nonlinear Regression Functions. 2 Nonlinear Regression Functions (SW Chapter 8)
12.3 Correcting for Serial Correlation w/ Strictly Exogenous Regressors The following autocorrelation correction requires all our regressors to be strictly.
Slide Copyright © 2010 Pearson Education, Inc. Active Learning Lecture Slides For use with Classroom Response Systems Business Statistics First Edition.
Introduction to Time Series Regression and Forecasting
Chapter 9 Assessing Studies Based on Multiple Regression.
1Prof. Dr. Rainer Stachuletz Time Series Data y t =  0 +  1 x t  k x tk + u t 2. Further Issues.
12 Autocorrelation Serial Correlation exists when errors are correlated across periods -One source of serial correlation is misspecification of the model.
CONSEQUENCES OF AUTOCORRELATION
Chapter 5 Regression with a Single Regressor: Hypothesis Tests and Confidence Intervals.
AUTOCORRELATION 1 Assumption C.5 states that the values of the disturbance term in the observations in the sample are generated independently of each other.
Chapter 8 - Exponents Multiplication Properties of Exponents.
Chapter 16 Social Statistics. Chapter Outline The Origins of the Elaboration Model The Elaboration Paradigm Elaboration and Ex Post Facto Hypothesizing.
Chapter 6 Introduction to Multiple Regression. 2 Outline 1. Omitted variable bias 2. Causality and regression analysis 3. Multiple regression and OLS.
Dynamic Models, Autocorrelation and Forecasting ECON 6002 Econometrics Memorial University of Newfoundland Adapted from Vera Tabakova’s notes.
Chap 9 Regression with Time Series Data: Stationary Variables
Econometric Analysis of Panel Data Panel Data Analysis – Linear Model One-Way Effects Two-Way Effects – Pooled Regression Classical Model Extensions.
1 SPSS MACROS FOR COMPUTING STANDARD ERRORS WITH PLAUSIBLE VALUES.
1 STOCHASTIC REGRESSORS Until now we have assumed that the explanatory variables in a regression model are nonstochastic, that is, that they do not have.
7-1 MGMG 522 : Session #7 Serial Correlation (Ch. 9)
Copyright © 2011 Pearson Addison-Wesley. All rights reserved. Chapter 5 Regression with a Single Regressor: Hypothesis Tests and Confidence Intervals.
© 2013 Cengage Learning. All Rights Reserved. May not be scanned, copied or duplicated, or posted to a publicly accessible website, in whole or in part.
Dr. Thomas Kigabo RUSUHUZWA
Multiple Regression Analysis Bernhard Kittel Center for Social Science Methodology University of Oldenburg.
Instrumental Variables Regression
Esman M. Nyamongo Central Bank of Kenya
Chapter 5 Regression with a Single Regressor: Hypothesis Tests and Confidence Intervals.
Linear Regression with One Regression
REGRESSION DIAGNOSTIC III: AUTOCORRELATION
Dynamic Models, Autocorrelation and Forecasting
Spatial Econometric Analysis Using GAUSS
VAR models and cointegration
Further Issues Using OLS with Time Series Data
Econometric methods of analysis and forecasting of financial markets
Applied Econometric Time-Series Data Analysis
Further Issues in Using OLS with Time Series Data
Chapter 12 Inference on the Least-squares Regression Line; ANOVA
Working Independence versus modeling correlation Longitudinal Example
Chapter 12 – Autocorrelation
Autocorrelation.
Serial Correlation and Heteroskedasticity in Time Series Regressions
Spatial Econometric Analysis
Serial Correlation and Heteroscedasticity in
I can use the generic rectangle to simplify expressions.
Chapter 2: Rational Numbers
Tutorial 10 SEG7550.
Further Issues Using OLS with Time Series Data
Esman M. Nyamongo Central Bank of Kenya
Lecturer Dr. Veronika Alhanaqtah
Autocorrelation.
Serial Correlation and Heteroscedasticity in
Why does the autocorrelation matter when making inferences?
Advanced Panel Data Methods
Presentation transcript:

Estimation of Dynamic Causal Effects Chapter 15 Estimation of Dynamic Causal Effects

Estimation of Dynamic Causal Effects (SW Chapter 15)

The Orange Juice Data (SW Section 15.1)

Initial OJ regression

Dynamic Causal Effects (SW Section 15.2)

Dynamic causal effects, ctd.

Dynamic causal effects, ctd.

Dynamic causal effects and the distributed lag model

Exogeneity in time series regression

Estimation of Dynamic Causal Effects with Exogenous Regressors (SW Section 15.3)

The distributed lag model, ctd.

The distributed lag model, ctd.

Under the Distributed Lag Model Assumptions:

Heteroskedasticity and Autocorrelation-Consistent (HAC) Standard Errors (SW Section 15.4)

HAC standard errors, ctd.

HAC standard errors, ctd.

HAC standard errors, ctd.

Expression for var(), general T

HAC Standard Errors

HAC SEs, ctd.

Example: OJ and HAC estimators in STATA

Example: OJ and HAC estimators in STATA, ctd

Example: OJ and HAC estimators in STATA, ctd.

FAQ: Do I need to use HAC SEs when I estimate an AR or an ADL model?

Estimation of Dynamic Causal Effects with Strictly Exogenous Regressors (SW Section 15.5)

Analysis of the OJ Price Data (SW Section 15.6)

Digression: Computation of cumulative multipliers and their standard errors

Computing cumulative multipliers, ctd.

Computing cumulative multipliers, ctd.

Computing cumulative multipliers, ctd.

Are the OJ dynamic effects stable?

OJ: Do the breaks matter substantively?

When Can You Estimate Dynamic Causal Effects When Can You Estimate Dynamic Causal Effects? That is, When is Exogeneity Plausible? (SW Section 15.7)

Is exogeneity (or strict exogeneity) plausible? Examples:

Exogeneity, ctd.

Estimation of Dynamic Causal Effects: Summary (SW Section 15.8)