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Draco, Athenian politician and law codifier

(Encyclopedia)Draco drāˈkŏn [key], fl. 621 b.c., Athenian politician and law codifier. Of his codification of Athenian customary law only the section dealing with involuntary homicide is preserved. From this and...

Dracon

(Encyclopedia)Dracon: see Draco, Athenian politician. ...

Draco, in astronomy

(Encyclopedia)Draco [Lat.,=the dragon], northern constellation lying SE of Ursa Minor and N of Lyra and Hercules. It is traditionally depicted as a dragon. Draco contains the bright star Eltanin (Gamma Draconis). T...

Solon, Athenian statesman

(Encyclopedia)Solon sōˈlən [key], c.639–c.559 b.c., Athenian statesman, lawgiver, and reformer. He was also a poet, and some of his patriotic verse in the Ionic dialect is extant. At some time (perhaps c.600 b...

law

(Encyclopedia)law, rules of conduct of any organized society, however simple or small, that are enforced by threat of punishment if they are violated. Modern law has a wide sweep and regulates many branches of cond...

Apollodorus, Athenian painter

(Encyclopedia)Apollodorus əpŏlˌōdôrˈəs [key], fl. 430–400 b.c., Athenian painter, called the Shadower, said to have introduced the use of light and shade to model form. Among his few known works are Ajax S...

Antiphon, Athenian orator

(Encyclopedia)Antiphon ănˈtĭfŏn, –fən [key], c.479–411 b.c., Athenian orator. He rarely spoke in public but wrote defenses for others to speak. Of his 15 extant orations 3 were for use in court, the rest p...

Zaleucus

(Encyclopedia)Zaleucus zəlo͞oˈkəs [key], fl. c.650 b.c., Greek lawgiver of Locris, in Italy. According to tradition, his was the earliest codification of Greek law. References to Zaleucus' code, which was widel...

Caro, Joseph ben Ephraim

(Encyclopedia)Caro or Karo, Joseph ben Ephraim käˈrō [key], 1488–1575, eminent Jewish codifier of law, b. Toledo, Spain. He left Spain as a child when the Jews were expelled (1492) and finally settled in Safed...

distributive law

(Encyclopedia)distributive law. In mathematics, given any two operations, symbolized by * and ∘, the first operation, *, is distributive over the second, ∘, if a*(b∘c)=(a*b)∘(a*c) for all possible choices o...

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