Diploma Leopoldinum
The Diploma Leopoldinum was a legal document which determined the basic principles of the government of the Principality of Transylvania within the Habsburg Empire.[1][2] The diploma was drafted by Miklós Bethlen, Chancellor of Transylvania.[3][4] The Holy Roman Emperor, Leopold I, sanctioned it in Vienna on 16 October 1690.[5] The diploma restored civil administration in the principality, and confirmed the traditional liberties of the Three Nations of Transylvania, including the freedom of the four "received" religions.[6][7]
Footnotes
- Andea 2005, pp. 354–355.
- Davies 2011, p. 4.
- Andea 2005, p. 354.
- R. Várkonyi 1994, p. 371.
- R. Várkonyi 1994, pp. 371, 754.
- Andea 2005, p. 355.
- R. Várkonyi 1994, p. 372.
Sources
- Andea, Susana (2005). "The Romanian Principalities in the 17th Century". In Pop, Ioan-Aurel; Bolovan, Ioan (eds.). History of Romania: Compendium. Romanian Cultural Institute (Center for Transylvanian Studies). pp. 315–396. ISBN 978-973-7784-12-4.CS1 maint: ref=harv (link)
- Davies, Bryan (2011). Empire and Military Revolution in Eastern Europe: Russia's Turkish Wars in the Eighteenth Century. Continuum. ISBN 978-1-4411-6880-1.CS1 maint: ref=harv (link)
- R. Várkonyi, Ágnes (1994). "The End of Turkish Rule in Transylvania and the Reunification of Hungary (1660–1711)". In Köpeczi, Béla; Barta, Gábor; Bóna, István; Makkai, László; Szász, Zoltán; Borus, Judit (eds.). History of Transylvania. Akadémiai Kiadó. pp. 359–411. ISBN 963-05-6703-2.CS1 maint: ref=harv (link)
gollark: For an example of something which is infinite but does *not* contain all possible number strings, think about, I don't know, 0.010110111... (infinite sequence of zeroes and then an increasing number of ones). That doesn't contain all possible number strings because it only contains 0 and 1.
gollark: It actually hasn't been proven to contain any possible number string.
gollark: That sounds more like physics.
gollark: I'd say the axioms are invented/defined, but the consequences of those are discovered.
gollark: Alternatively, [0-9A-Za].
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.