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Emer de Vattel

Emmerich de Vattel was a philosopher, diplomat, and jurist.

Early life and career
The son of a Protestant minister, Vattel was born at Couvet, Principality of Neuchâtel (now the Swiss canton of Neuchâtel), on the 25th of April 1714. He studied classics and philosophy at Basel and Geneva. ==The Law of Nations==
The Law of Nations
Vattel's seminal work was largely influenced by a book titled Jus Gentium Methodo Scientifica Pertractum (The Law of Nations According to the Scientific Method) by Christian Wolff. Vattel's work began, in fact, by translating Wolff's text from Latin, and adding his own thoughts. Vattel's work was also heavily influenced by Gottfried Wilhelm Leibniz and Hugo Grotius. Focused largely on the rights and obligations of citizens and states, Vattel's work also had ramifications for Just War Theory as it outlined international diplomacy as we now know it. Vattel elucidated the "Golden Rule of Sovereigns": One cannot complain when he is treated as he treats others. ==Other works==
Other works
Vattel also published works other than his magnum opus. He worked so intensely that his health broke down, and a return to Dresden in 1766 did not improve him. His last work, Questions de droit naturel, ou Observations sur le traité du droit de la nature, par Wolff ("Questions of natural rights...") was published in 1762 and concerned Wolff's natural law philosophy. He died in 1767 during a visit to Neuchâtel. ==Influence==
Influence
Vattel was a highly influential international lawyer. Vattel is also cited extensively in Lysander Spooner's The Unconstitutionality Of Slavery and appears to be a key Enlightenment thinker in Spooner's thought. == US Department of Defense 2015 Law of War Manual ==
US Department of Defense 2015 Law of War Manual
In 2015 the United States Department of Defense published its Law of War Manual. Vattel is cited after Hugo Grotius and before Francis Lieber and Hersch Lauterpacht as a subsidiary means and an authority in determining the rules of law of war. ==See also==
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