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| Title | Sebastian |
| Description | //--> Sebastian Kripfganz Lecturer (assistant professor) in Economics , University of Exeter Business School, Department of Economics → Contact details |
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| Host IP | 81.169.145.74 |
| Location | Germany |
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Euro€2,755
Zuletzt aktualisiert: 2022-07-20
kripfganz.de hat Semrush globalen Rang von 10,840,797. kripfganz.de hat einen geschätzten Wert von € 2,755, basierend auf seinen geschätzten Werbeeinnahmen. kripfganz.de empfängt jeden Tag ungefähr 551 einzelne Besucher. Sein Webserver befindet sich in Germany mit der IP-Adresse 81.169.145.74. Laut SiteAdvisor ist kripfganz.de sicher zu besuchen. |
| Kauf-/Verkaufswert | Euro€2,755 |
| Tägliche Werbeeinnahmen | Euro€73,283 |
| Monatlicher Anzeigenumsatz | Euro€24,795 |
| Jährliche Werbeeinnahmen | Euro€1,653 |
| Tägliche eindeutige Besucher | 551 |
| Hinweis: Alle Traffic- und Einnahmenwerte sind Schätzungen. | |
| Host | Type | TTL | Data |
| kripfganz.de. | A | 300 | IP: 81.169.145.74 |
| kripfganz.de. | AAAA | 300 | IPV6: 2a01:238:20a:202:1074:: |
| kripfganz.de. | NS | 300 | NS Record: shades07.rzone.de. |
| kripfganz.de. | NS | 300 | NS Record: docks15.rzone.de. |
| kripfganz.de. | MX | 300 | MX Record: 5 smtpin.rzone.de. |
| //--> Sebastian Kripfganz Lecturer (assistant professor) in Economics , University of Exeter Business School, Department of Economics → Contact details → Curriculum vitae Research Stata Programs News The xtdpdbc Stata program was updated to version 1.2.1 on April 9, 2022. It implements the bias-corrected method of moments estimators for dynamic panel data models , developed jointly with with Jörg Breitung and Kazuhiko Hayakawa, which was recently accepted for publication in Econometrics and Statistics. Since April 2022, I am affiliated with the Research Center for Policy Design at Tohoku University as a visiting associate professor. The ardl Stata program has been updated to version 1.0.5 on March 29, 2022. In a new manuscript, Daniel Schneider and I describe how to use this command for the estimation of autoregressive distributed lag and equilibrium correction models . A related article on response surface regressions for critical value bounds and approximate p-values in |
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