Order of Succession

An order of succession is a formula or algorithm that determines who inherits an office upon the death, resignation, or removal of its current occupant.

Part of a series on
Orders of succession
Former monarchies
  • Albania
  • Austria-Hungary
  • Baden
  • Bavaria
  • Brazil
  • Bulgaria
  • China
  • Ethiopia
  • Finland
  • France (Bonapartist, Legitimist, Orléanist/Unionist)
  • Georgia
  • Germany
  • Greece
  • Hanover
  • Hesse
  • Iran / Persia (Pahlavi, Qajar)
  • Iraq
  • Italy
  • Mecklenburg-Strelitz
  • Mexico
  • Montenegro
  • Nepal
  • Oldenburg
  • Ottoman
  • Portugal
  • Prussia
  • Romania
  • Russia
  • Saxony
  • Schleswig-Holstein
  • Thurn and Taxis
  • Tuscany
  • Two Sicilies
  • Württemberg
  • Yugoslavia

Read more about Order Of Succession:  Monarchies and Nobility, Republics

Famous quotes containing the words order of, order and/or succession:

    Just as a new scientific discovery manifests something that was already latent in the order of nature, and at the same time is logically related to the total structure of the existing science, so the new poem manifests something that was already latent in the order of words.
    Northrop Frye (b. 1912)

    The worth of a State, in the long run, is the worth of the individuals composing it ... a State which dwarfs its men, in order that they may be more docile instruments in its hands even for beneficial purposes—will find that with small men no great thing can really be accomplished.
    John Stuart Mill (1806–1873)

    The heart of man ever finds a constant succession of passions, so that the destroying and pulling down of one proves generally to be nothing else but the production and the setting up of another.
    François, Duc De La Rochefoucauld (1613–1680)