401 Search Results
Institute's Colloquium: The Changing Fate of Eternal Questions
More
Institute's Colloquium: The Changing Fate of Eternal Questions
MoreCounting Babies: The Madrid Foundling House as an Oeconomic House (1799–1820)
In 1799, a peculiar female society replaced the former male committee of the Madrid Foundling House and took total control of its management. The Junt
Analytic Narratives and the Semantics of Formal Decision Theories
The expression "analytic narratives" refers to a small group of studies that have developed at the intersection of history, political science and econ
Hand Mnemonics and Counting Skills: Reducing Uncertainty through Fate Computation
This research focuses on practices and texts related to hand mnemonics in fate prediction methods in contemporary China and Taiwan (with a current foc
External/Cooperation Event | Dec 3, 2020
Online Event: Einstein Lecture Dahlem Special 2020 (in German)
Einstein Lecture Dahlem Special 2020: Science Communicatin at the Time of Albert Einstein and Today. With MPIWG Director Prof. Dr. Jürgen Renn, Prof. Dr. Antje Boetius and Prof. Dr. Günter M. Ziegler.
Dept. I
More
Kooperations-Veranstaltung | Dec 3, 2020
Online Event: Einstein Lecture Dahlem Special 2020
Einstein Lecture Dahlem Special 2020: Wissenschaftskommunikation zu Zeiten von Einstein und heute. Mit MPIWG Direktor Prof. Dr. Jürgen Renn, Prof. Dr. Antje Boetius und Prof. Dr. Günter M. Ziegler.
Abt. I
More
Nobel Prize in Physics 2020: Congratulations to MPIWG Collaborator Reinhard Genzel
2020 Nobel Prize in Physics: Congratulations to MPIWG collaborator Reinhard Genzel
Oct 6, 2020Physik-Nobelpreis 2020: Herzlichen Glückwunsch an Reinhard Genzel
Physik-Nobelpreis 2020: Herzlichen Glückwunsch an MPG-Mitglied Reinhard Genzel
Oct 6, 2020Maths is Revolutionising the Study of History—Here's How
No 8
The study of history traditionally brings to mind images of dark, winding archives, and the smell of dust; visions of academics poring through piles of documents to uncover secrets and find the missing piece, piles that are invariably too small to cover the subject and too high to be worked through.