School of Athens
| The School of Athens | |
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| Artist | Raphael |
| Year | 1509–1511 |
| Type | Fresco |
| Dimensions | 500 cm × 770 cm (200 in × 300 in) |
| Location | Apostolic Palace, Vatican City |
The School of Athens (Italian: Scuola di Atene) is one of the most famous frescoes by the Italian Renaissance artist Raphael. It was painted between 1509 and 1511 as a part of Raphael's commission to decorate the rooms now known as the Stanze di Raffaello, in the Apostolic Palace in the Vatican. The Stanza della Segnatura was the first of the rooms to be decorated, and The School of Athens, representing Philosophy, was probably the second painting to be finished there, after La Disputa (Theology) on the opposite wall, and the Parnassus (Literature). The picture has long been seen as "Raphael's masterpiece and the perfect embodiment of the classical spirit of the Renaissance".
The School of Athens is one of a group of four main frescoes on the walls of the Stanza (those on either side centrally interrupted by windows) that depict distinct branches of knowledge. Each theme is identified above by a separate tondo containing a majestic female figure seated in the clouds, with putti bearing the phrases: "Seek Knowledge of Causes," "Divine Inspiration," "Knowledge of Things Divine" (Disputa), "To Each What Is Due." Accordingly, the figures on the walls below exemplify Philosophy, Poetry (including Music), Theology, and Law. The traditional title is not Raphael's. The subject of the "School" is actually "Philosophy," or at least ancient Greek philosophy, and its overhead tondo-label, "Causarum Cognitio", tells us what kind, as it appears to echo Aristotle's emphasis on wisdom as knowing why, hence knowing the causes, in Metaphysics Book I and Physics Book II. Indeed, Plato and Aristotle appear to be the central figures in the scene. However, all the philosophers depicted sought knowledge of first causes. Many lived before Plato and Aristotle, and hardly a third were Athenians. The architecture contains Roman elements, but the general semi-circular setting having Plato and Aristotle at its centre might be alluding to Pythagoras' circumpunct.
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