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Tychicus (/ ˈ t ɪ k ɪ k ə s /: Greek: Τυχικός) was an Asiatic Christian who, with Trophimus, accompanied the Apostle Paul on a part of his journey from Macedonia to Jerusalem. He is also alluded to have been with Paul in Rome, where the apostle sent him to Ephesus, probably for the purpose of building up and encouraging the church ...
The Republic (Ancient Greek: Πολιτεία, romanized: Politeia; Latin: De Republica) [1] is a Socratic dialogue authored by Plato around 375 BC, concerning justice (dikaiosúnē), the order and character of the just city-state, and the just man. [2]
The Ring of Gyges / ˈ dʒ aɪ ˌ dʒ iː z / (Ancient Greek: Γύγου Δακτύλιος, Gúgou Daktúlios, Attic Greek pronunciation: [ˈɡyːˌɡoː dakˈtylios]) is a hypothetical magic ring mentioned by the philosopher Plato in Book 2 of his Republic (2:359a–2:360d). [1] It grants its owner the power to become invisible at will.
Ephesians 2:11–3:21. A description of the change in the spiritual position of Gentiles as a result of the work of Christ. It ends with an account of how Paul was selected and qualified to be an apostle to the Gentiles, in the hope that this will keep them from being dispirited and lead him to pray for them. [21] Ephesians 4:1–16.
Ephesians 2 is the second chapter of the Epistle to the Ephesians in the New Testament of the Christian Bible.Traditionally, it is believed to have been written by Apostle Paul while he was in prison in Rome (around AD 62), but more recently it has been suggested that it was written between AD 80 and 100 by another writer using Paul's name and style.
In Plato's Republic, the character of Socrates is highly critical of democracy and instead proposes, as an ideal political state, a hierarchal system of three classes: philosopher-kings or guardians who make the decisions, soldiers or "auxiliaries" who protect the society, and producers who create goods and do other work. [1]
In contemporary philosophy, most Platonists trace their ideas to Gottlob Frege's influential paper "Thought", which argues for Platonism with respect to propositions, and his influential book, The Foundations of Arithmetic, which argues for Platonism with respect to numbers and is a seminal text of the logicist project. [21]
In Plato's Ion (/ ˈ aɪ ɒ n /; Ancient Greek: Ἴων) Socrates discusses with the titular character, a professional rhapsode who also lectures on Homer, the question of whether the rhapsode, a performer of poetry, gives his performance on account of his skill and knowledge or by virtue of divine possession.