DF-GLS, Zivot-Andrews (ZA) and Lee and Strazicich (LS) unit root test results for the individual series
| DF-GLS | ZA | LS | DF-GLS | ZA | LS | |
|---|---|---|---|---|---|---|
| United Kingdom | −3.237** | −2.309 | −5.901*** | −4.898*** | −9.377*** | −9.765*** |
| Canada | −3.784*** | −3.750 | −5.720*** | −4.680*** | −9.153*** | −9.381*** |
| Australia | −5.122*** | −2.897 | −6.236*** | −7.502*** | −7.449*** | −12.754*** |
| New Zealand | −3.552*** | −2.878 | −5.609*** | −5.025*** | −11.443*** | −12.821*** |
| Sweden | −3.361** | −3.815 | −5.442*** | −11.951*** | −12.285*** | −12.383*** |
| United States | −3.084** | −2.644 | −4.613** | −11.670*** | −9.807*** | −5.330*** |
| Japan | −3.889*** | −4.797** | −4.238** | −11.415*** | −17.709*** | −25.812*** |
| Denmark | −3.303** | −2.892 | −4.291** | −4.072*** | −17.387*** | −17.154*** |
| Euro-Area | −3.168** | −1.112 | −5.170*** | −10.758*** | −17.847*** | −17.662*** |
| Switzerland | −3.291** | −3.040 | −3.002 | −6.561*** | −17.647*** | −11.876*** |
| United Kingdom | −5.112*** | −6.114*** | −5.528*** | −6.681*** | −11.990*** | −6.509*** |
| Canada | −5.246*** | −5.331*** | −5.233*** | −10.136*** | −10.298*** | −10.083*** |
| Australia | −5.248*** | −5.214*** | −5.328*** | −4.590*** | −10.628*** | −10.636*** |
| New Zealand | −3.323** | −6.430*** | −4.537*** | −6.580*** | −9.602*** | −8.915*** |
| Sweden | −5.970*** | −4.453** | −5.558*** | −6.235*** | −7.350*** | −6.350*** |
| United States | −5.431*** | −5.707*** | −5.317*** | −7.660*** | −9.544*** | −9.598*** |
| Japan | −5.560*** | −5.240*** | −5.606*** | −6.038*** | −7.859*** | −7.312*** |
| Denmark | −4.154*** | −6.070*** | −4.742*** | −7.203*** | −8.891*** | −7.348*** |
| Euro-Area | −3.802*** | −4.425** | −4.465** | −11.715*** | −12.067*** | −12.458*** |
| Switzerland | −5.185*** | −4.845** | −4.447** | −6.443*** | −10.743*** | −6.799*** |
| United Kingdom | −3.160** | −4.166 | −4.832*** | −8.709*** | −12.397*** | −9.160*** |
| Canada | −5.141*** | −4.501** | −6.807*** | −8.140*** | −10.373*** | −8.676*** |
| Australia | −3.327** | −3.889 | −4.004** | −5.589*** | −21.285*** | −21.347*** |
| New Zealand | −3.792*** | −3.519 | −3.664 | −6.394*** | −21.294*** | −6.543*** |
| Sweden | −3.504*** | −4.425** | −3.681 | −5.597*** | −11.695*** | −11.699*** |
| United States | −4.084*** | −5.801*** | −5.406*** | −8.079*** | −12.165*** | −7.890*** |
| Japan | −4.951*** | −6.672*** | −5.085*** | −14.245*** | −13.612*** | −13.428*** |
| Denmark | −3.220** | −2.831 | −4.125** | −5.466*** | −12.765*** | −13.028*** |
| Euro-Area | −3.005** | −3.265 | −4.830*** | −4.675*** | −6.995*** | −16.790*** |
| Switzerland | −3.495*** | −5.127*** | −4.704*** | −12.045*** | −12.616*** | −12.760*** |
| United Kingdom | −2.562 | −3.471 | −3.731 | −5.537*** | −11.066*** | −11.305*** |
| Canada | −1.750 | −2.109 | −2.431 | −3.549*** | −9.366*** | −9.779*** |
| Australia | −1.561 | −2.929 | −3.140 | −5.646*** | −14.709*** | −13.304*** |
| New Zealand | −2.342 | −3.423 | −3.164 | −4.776*** | −11.665*** | −6.628*** |
| Sweden | −2.739 | −3.505 | −4.002** | −3.601*** | −13.746*** | −14.352*** |
| United States | −0.605 | −3.968 | −2.650 | −5.883*** | −14.439*** | −13.586*** |
| Japan | −1.569 | −3.716 | −3.707 | −3.841*** | −10.356*** | −10.539*** |
| Denmark | −1.681 | −4.322 | −4.837*** | −3.257** | −14.710*** | −14.780*** |
| Euro-Area | −2.331 | −4.248 | −2.817 | −3.135** | −12.069*** | −12.225*** |
| Switzerland | −2.708 | −3.264 | −3.425 | −3.881*** | −11.722*** | −11.796*** |
| DF-GLS | ZA | LS | DF-GLS | ZA | LS | |
|---|---|---|---|---|---|---|
| United Kingdom | −3.237** | −2.309 | −5.901*** | −4.898*** | −9.377*** | −9.765*** |
| Canada | −3.784*** | −3.750 | −5.720*** | −4.680*** | −9.153*** | −9.381*** |
| Australia | −5.122*** | −2.897 | −6.236*** | −7.502*** | −7.449*** | −12.754*** |
| New Zealand | −3.552*** | −2.878 | −5.609*** | −5.025*** | −11.443*** | −12.821*** |
| Sweden | −3.361** | −3.815 | −5.442*** | −11.951*** | −12.285*** | −12.383*** |
| United States | −3.084** | −2.644 | −4.613** | −11.670*** | −9.807*** | −5.330*** |
| Japan | −3.889*** | −4.797** | −4.238** | −11.415*** | −17.709*** | −25.812*** |
| Denmark | −3.303** | −2.892 | −4.291** | −4.072*** | −17.387*** | −17.154*** |
| Euro-Area | −3.168** | −1.112 | −5.170*** | −10.758*** | −17.847*** | −17.662*** |
| Switzerland | −3.291** | −3.040 | −3.002 | −6.561*** | −17.647*** | −11.876*** |
| United Kingdom | −5.112*** | −6.114*** | −5.528*** | −6.681*** | −11.990*** | −6.509*** |
| Canada | −5.246*** | −5.331*** | −5.233*** | −10.136*** | −10.298*** | −10.083*** |
| Australia | −5.248*** | −5.214*** | −5.328*** | −4.590*** | −10.628*** | −10.636*** |
| New Zealand | −3.323** | −6.430*** | −4.537*** | −6.580*** | −9.602*** | −8.915*** |
| Sweden | −5.970*** | −4.453** | −5.558*** | −6.235*** | −7.350*** | −6.350*** |
| United States | −5.431*** | −5.707*** | −5.317*** | −7.660*** | −9.544*** | −9.598*** |
| Japan | −5.560*** | −5.240*** | −5.606*** | −6.038*** | −7.859*** | −7.312*** |
| Denmark | −4.154*** | −6.070*** | −4.742*** | −7.203*** | −8.891*** | −7.348*** |
| Euro-Area | −3.802*** | −4.425** | −4.465** | −11.715*** | −12.067*** | −12.458*** |
| Switzerland | −5.185*** | −4.845** | −4.447** | −6.443*** | −10.743*** | −6.799*** |
| United Kingdom | −3.160** | −4.166 | −4.832*** | −8.709*** | −12.397*** | −9.160*** |
| Canada | −5.141*** | −4.501** | −6.807*** | −8.140*** | −10.373*** | −8.676*** |
| Australia | −3.327** | −3.889 | −4.004** | −5.589*** | −21.285*** | −21.347*** |
| New Zealand | −3.792*** | −3.519 | −3.664 | −6.394*** | −21.294*** | −6.543*** |
| Sweden | −3.504*** | −4.425** | −3.681 | −5.597*** | −11.695*** | −11.699*** |
| United States | −4.084*** | −5.801*** | −5.406*** | −8.079*** | −12.165*** | −7.890*** |
| Japan | −4.951*** | −6.672*** | −5.085*** | −14.245*** | −13.612*** | −13.428*** |
| Denmark | −3.220** | −2.831 | −4.125** | −5.466*** | −12.765*** | −13.028*** |
| Euro-Area | −3.005** | −3.265 | −4.830*** | −4.675*** | −6.995*** | −16.790*** |
| Switzerland | −3.495*** | −5.127*** | −4.704*** | −12.045*** | −12.616*** | −12.760*** |
| United Kingdom | −2.562 | −3.471 | −3.731 | −5.537*** | −11.066*** | −11.305*** |
| Canada | −1.750 | −2.109 | −2.431 | −3.549*** | −9.366*** | −9.779*** |
| Australia | −1.561 | −2.929 | −3.140 | −5.646*** | −14.709*** | −13.304*** |
| New Zealand | −2.342 | −3.423 | −3.164 | −4.776*** | −11.665*** | −6.628*** |
| Sweden | −2.739 | −3.505 | −4.002** | −3.601*** | −13.746*** | −14.352*** |
| United States | −0.605 | −3.968 | −2.650 | −5.883*** | −14.439*** | −13.586*** |
| Japan | −1.569 | −3.716 | −3.707 | −3.841*** | −10.356*** | −10.539*** |
| Denmark | −1.681 | −4.322 | −4.837*** | −3.257** | −14.710*** | −14.780*** |
| Euro-Area | −2.331 | −4.248 | −2.817 | −3.135** | −12.069*** | −12.225*** |
| Switzerland | −2.708 | −3.264 | −3.425 | −3.881*** | −11.722*** | −11.796*** |
Note(s): * significant at 10% level, ** significant at 5% level, *** significant at 1% level
DF-GLS test hypothesis: , , The tests include both a constant and linear trend as both are statistically significant. Zivot-Andrews test hypothesis: , , Tests for a break in both intercept and trend. Lee and Strazicich test hypothesis: , , Tests for a break in both intercept and trend
Source(s): Authors’ own creation