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Below is an alphabetical list of widely used and repeated proverbial phrases. If known, their origins are noted. A proverbial phrase or expression is a type of conventional saying similar to a proverb and transmitted by oral tradition.
A proverb (from Latin: proverbium) or an adage is a simple, traditional saying that expresses a perceived truth based on common sense or experience. Proverbs are often metaphorical and are an example of formulaic language.
An adage is a short, but memorable saying, which holds some important fact of experience that is considered true by many people, or it has gained some credibility through its long use. Contents Top
The last words attributed to Archimedes (paraphrased from Valerius Maximus' Memorable Doings and Sayings). During the raid of Syracuse by the Romans, Archimedes was busy drawing mathematical circles. He was eventually attacked and killed by a Roman soldier as he was too engrossed in thought to obey the soldier's orders.
Wise only in appearance. From Erasmus's collection of Adages. Beata Virgo Maria (BVM) Blessed Virgin Mary: A common name in the Roman Catholic Church for Mary, the mother of Jesus. The genitive, Beatae Mariae Virginis (BMV), occurs often as well, appearing with such words as horae (hours), litaniae and officium (office). beatae memoriae
Here are 10 common sayings that for one reason or another aren't very accurate. Just because a phrase is used often, that doesn't mean it's true or even apropos. Here are 10 common sayings that ...
Sayings are categorized as follows: Aphorism: a general, observational truth; "a pithy expression of wisdom or truth". [2] Proverb, adage or saw: a widely known or popular aphorism that has gained credibility by long use or tradition.
Godwin's law, an adage in Internet culture: "As an online discussion grows longer, the probability of a comparison involving Nazis or Hitler approaches one." Coined by Mike Godwin in 1990. Gompertz–Makeham law of mortality: the death rate is the sum of an age-independent component and an age-dependent component.