This paper presents of number of cointegration tests that exploit the statistical properties of the records from the original time series variables. We prove their consistency and obtain their asymptotic null distributions. Among the advantages of this novel methodology, the new tests are invariant with respect to the individual series' variances and also with respect to monotonic transformations applied to these series. In addition, these tests are robust against the presence of level breaks as long as the number of these breaks increases slowly enough with the sample size. Finally, an alternative scheme is proposed to deal with additive outliers, which prevent them from causing size distortions
Structural breaks in stationary time series can induce apparent unit roots in those series. Thus, us...
This paper develops an asymptotic theory for residual based tests for cointegration. These tests inv...
In this paper we explore the usefulness of induced-order statistics in the characterization of integ...
This paper presents of number of cointegration tests that exploit the statistical properties of the ...
This paper presents of number of cointegration tests that exploit the statistical properties of the ...
In this article we propose a record counting cointegration (RCC) test that is robust to nonlineariti...
In this article we propose a record counting cointegration (RCC) test that is robust to nonlineariti...
structural breaks. In this paper we propose a record counting cointegration (RCC) test which is robu...
We develop a sequence of tests for specifying the cointegrating rank of, possibly fractional, multip...
In this paper we propose a method for testing the hypothesis of cointegration in pairs of univariate...
The cointegration tests of Engle and Granger (1987) test the null hypothesis of no cointegration. We...
In this paper we explore the usefulness of induced-order statistics in the characterization of inte-...
The likelihood ratio test of cointegration rank is the most widely used test for cointegration. Many...
In this paper we explore the usefulness of induced-order statistics in the characterization of integ...
We develop a sequence of tests for specifying the cointegrating rank of, possiblyfractional, multipl...
Structural breaks in stationary time series can induce apparent unit roots in those series. Thus, us...
This paper develops an asymptotic theory for residual based tests for cointegration. These tests inv...
In this paper we explore the usefulness of induced-order statistics in the characterization of integ...
This paper presents of number of cointegration tests that exploit the statistical properties of the ...
This paper presents of number of cointegration tests that exploit the statistical properties of the ...
In this article we propose a record counting cointegration (RCC) test that is robust to nonlineariti...
In this article we propose a record counting cointegration (RCC) test that is robust to nonlineariti...
structural breaks. In this paper we propose a record counting cointegration (RCC) test which is robu...
We develop a sequence of tests for specifying the cointegrating rank of, possibly fractional, multip...
In this paper we propose a method for testing the hypothesis of cointegration in pairs of univariate...
The cointegration tests of Engle and Granger (1987) test the null hypothesis of no cointegration. We...
In this paper we explore the usefulness of induced-order statistics in the characterization of inte-...
The likelihood ratio test of cointegration rank is the most widely used test for cointegration. Many...
In this paper we explore the usefulness of induced-order statistics in the characterization of integ...
We develop a sequence of tests for specifying the cointegrating rank of, possiblyfractional, multipl...
Structural breaks in stationary time series can induce apparent unit roots in those series. Thus, us...
This paper develops an asymptotic theory for residual based tests for cointegration. These tests inv...
In this paper we explore the usefulness of induced-order statistics in the characterization of integ...