Journal of Statistics: Advances in Theory and Applications[1] D. K. Backus and P. J. Kehoe, International evidence of the
historical properties of business cycles, Amer. Eco. Rev. 82 (1992),
864-888.
[2] J. Bai and S. Ng, Determining the number of factors in approximate
factor models, Econometrica 70 (2002), 191-221.
[3] J. Bai and S. Ng, A PANIC attack on unit roots and cointegration,
Econometrica 72 (2004), 1127-1177.
[4] J. Bai and S. Ng, A new look at panel testing of stationarity and
the PPP hypothesis, Identification and Inference in Econometric
Models: Essay in honour of Thomas J. Rothenberg, D. Andrews and J.
Stock (eds.), Cambridge University Press, (2005).
[5] B. H. Baltagi and C. Kao, Nonstationary panels, cointegration in
panels and dynamic panels: a survey, In Badi Baltagi, Thomas B. Fomby
and R. Carter Hill, (eds.), 15 (2000), 7-51.
[6] A. Banerjee, Panel data unit root and cointegration: An Overview,
Oxford Bulletin of Economics and Statistics, Special Issue (1999),
607-629.
[7] A. Banerjee and P. Zanghieri, A new look at the Feldstein-Horioka
puzzle using an integrated panel, Working Paper CEPII, (2003),
2003-2022.
[8] A. Banerjee, M. Marcellino and C. Osbat, Some cautions on the use
of panel methods for integrated series of macro-economic data,
Econometrics Journal 7 (2004), 322-340.
[9] J. M. Breitung and W. Meyer, Testing for unit roots using panel
data: are wages on different bargaining levels cointegrated, Applied
Economics 26 (1994), 353-361.
[10] J. M. Breitung and S. Das, Panel unit roots tests under cross
sectional dependence, Statistica Neerlandica 59 (2005), 414-433.
[11] J. M. Breitung and S. Das, Testing for unit roots in panels with
a factor structure, Econometric Theory 24 (2008), 88-108.
[12] Y. Chang, Nonlinear IV unit root tests in panels with
cross-sectional dependency, Journal of Econometrics 110 (2002),
261-292.
[13] Y. Chang, Bootstrap unit root tests in panels with
cross-sectional dependency, Journal of Econometrics 120 (2004),
263-293.
[14] I. Choi, Unit root tests for panel data, Journal of International
Money and Finance 20 (2001), 249-272.
[15] I. Choi, Combination unit root tests for cross-sectionally
correlated panels, D. Corbae, N. Durlauf and E. Hansen (ed.),
Econometric Theory and Practice: Frontiers of Analysis and Applied
Research, Cambridge University Press, Cambridge, (2002).
[16] I. Choi and T. K. Chue, Subsampling hypothesis tests for
nonstationary panels with applications to exchange rates and stock
prices, Journal of Applied Econometrics 22 (2007), 233-264.
[17] T. Conley, Generalized method of moments estimation with
cross-sectional dependence, Journal of Econometrics 92 (1999),
1-45.
[18] D. N. DeJong and C. H. Whiteman, Reconsidering trends and random
walks in macroeconomic time series, Journal of Monetary Economics 28
(1991), 221-254.
[19] D. A. Dickey and W. A. Fuller, Likelihood ratio statistics for
autoregressive time-series with a unit root, Econometrica 49 (1981),
1057-1072.
[20] J. C. Driscoll and A. C. Kraay, Consistent covariance matrix
estimation with spatially dependent panel data, The Review of
Economics and Statistics 80 (1998), 549-560.
[21] R. Engle and G. Granger, Cointegration and error-correction:
representation, estimation and testing, Econometrica 55 (1987),
251-276.
[22] C. Gengenbach, F. C. Palm and J. P. Urbain, Panel unit root tests
in the presence of cross-sectional dependencies: comparison and
implications for modeling, Maastricht: METEOR, Maastricht Research
School of Economics of Technology and Organization, Research Memoranda
04/039, (2006).
[23] L. Gutierrez, Panel unit root tests for cross-sectionally
correlated panels: a Monte Carlo comparison, Oxf. Bull. Econom. Stat.
68 (2006), 519-540.
[24] K. Hadri, Testing for unit roots in heterogeneous panel data,
Econometrics Journal 3 (2000), 148-161.
[25] D. Harris, S. Leybourne and B. McCabe, Some limit theory for
infinite-order autocovariances, Econometric Theory 19 (2003),
829-864.
[26] D. Harris, S. Leybourne and B. McCabe, Panel stationarity tests
for purchasing power parity with cross-sectional dependence, J. Bus.
Econom. Stat. 23 (2005), 395-409.
[27] A. Harvey and D. Bates, Multivariate Unit Root Tests and Testing
for Convergence, DAE Working paper, 301, University of Cambridge,
(2003).
[28] C. Hsiao, Analysis of Panel Data, Cambridge University Press,
Second Edition, (2003).
[29] K. S. Im, M. H. Pesaran and Y. Shin, Testing for Unit Roots in
Heterogeneous Panels, Mimeo, Department of Applied Economics,
University of Cambridge, (1997).
[30] K. S. Im, M. H. Pesaran and Y. Shin, Testing for unit roots in
heterogeneous panels, Journal of Econometrics 115 (2003), 53-74.
[31] K. S. Im and M. H. Pesaran, On the Panel Unit Roots Testing Using
Nonlinear Instrumental Variables, Mimeo, (2003).
[32] M. Joansson, Stationarity testing with covariates, Econometric
Theory 20 (2004), 56-94.
[33] S. Johansen, Statistical analysis of cointegration vectors, J.
Econom. Dynam. Control 12 (1988), 231-254.
[34] G. Kapetanios, Dynamic factor extraction of cross-sectional
dependence in panel unit root tests, Journal of Applied Econometrics
22 (2007), 313-338.
[35] D. Kwiatkowski, P. C. B. Phillips, P. Schmidt and Y. Shin,
Testing the null hypothesis of stationarity against the alternative of
a unit root, Journal of Econometrics 54 (1992), 159-178.
[36] M. Lanne and P. Saikkonnen, Reducing size distortions of
parametric stationarity tests, J. Time Ser. Ananl. 24 (2003),
423-439.
[37] A. Levin and C. F. Lin, Unit root test in panel data: asymptotic
and finite-sample properties, Discussion Paper, 92-93, Department of
Economics, University of California at San Diego, (1992).
[38] A. Levin and C. F. Lin, Unit root test in panel data: new
results, Discussion Paper, 93-56, Department of Economics, University
of California at San Diego, (1993).
[39] A. Levin, C. F. Lin and C. S. J. Chu, Unit root tests in panel
data: asymptotic and finitesample properties, Journal of Econometrics,
108 (2002), 1-24.
[40] S. J. Leybourne, B. P. M. McCabe, A consistent test for a unit
root, J. Bus. Econom. Statist. 12 (1994), 157-166.
[41] H. Lütkepohl and M. Krätzig, Applied Time Series
Econometrics, Cambridge University Press, Cambridge, (2004).
[42] G. Maddala and S. Wu, A comparative study of unit root tests and
a new simple test, Oxf. Bull. Econom. Statist. 61 (1999), 631-652.
[43] H. R. Moon and B. Perron, Testing for a unit root in panel with
dynamic factors, Journal of Econometrics 122 (2004), 81-126.
[44] P. G. J. O’Connell, The overvaluation of purchasing power
parity, Journal of International Economics 44 (1998), 1-19.
[45] M. H. Pesaran, A simple panel unit root test in the presence of
cross-section dependence, Journal of Applied Econometrics 22 (2007),
256-312.
[46] P. C. B. Phillips and H. R. Moon, Linear regression limit theory
for nonstationary panel data, Econometrica 67 (1999), 1057-1111.
[47] P. C. B. Phillips and D. Sul, Dynamic panel estimation and
homogeneity testing under cross-section dependence, Econometrics
Journal 6 (2003), 217-259.
[48] D. Quah, Exploiting cross-section variation for unit root
inference in dynamic data, Economics Letters 44 (1994), 9-19.
[49] S. E. Said and D. A. Dickey, Testing for unit roots in
autoregressive-moving average processes of unknown order, Biometrika
71 (1984), 599-607.
[50] G. W. Scwhert, Tests for unit roots: a Monte Carlo investigation,
J. Bus. Econom. Statist. 7 (1989), 147-160.
[51] J. H. Stock and M. H. Watson, Testing for common trends, Jour.
Amer. Stat. Assos. 83 (1988), 1097-1107.
[52] R. Summers and A. Heston, The Penn World Table (Mark 5): an
expanded set of international comparisons 1950-1988. Quart. Jour.
Econ. 106 (1991), 327-368.
[53] M. P. Taylor and L. Sarno, The behavior of real exchange rates
during the post-Bretton Woods period, Jour. Inter. Econ. 46 (1998),
281-312.
[54] J. S. White, The limiting distribution of the serial correlation
coefficient in the explosive case, Annal. Math. Stat. 29 (1958),
1188-1197.
