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Oxymoron: using two terms together, that normally contradict each other. Parable: extended metaphor told as an anecdote to illustrate or teach a moral lesson. Paradiastole: extenuating a vice in order to flatter or soothe. Paradox: use of apparently contradictory ideas to point out some underlying truth.
Both chiasmus and antimetabole can be used to reinforce antithesis. [6] In chiasmus, the clauses display inverted parallelism.Chiasmus was particularly popular in the literature of the ancient world, including Hebrew, Greek, Latin and K'iche' Maya, [7] where it was used to articulate the balance of order within the text.
An antithesis must always contain two ideas within one statement. The ideas may not be structurally opposite, but they serve to be functionally opposite when comparing two ideas for emphasis. [4] According to Aristotle, the use of an antithesis makes the audience better understand the point the speaker is trying to make. Further explained, the ...
An oxymoron (plurals: oxymorons and oxymora) is a figure of speech that juxtaposes concepts with opposite meanings within a word or in a phrase that is a self-contradiction. As a rhetorical device, an oxymoron illustrates a point to communicate and reveal a paradox.
The yin yang symbol which illustrates opposites together.. Enantiosis, synoeciosis or discordia concors is a rhetorical device in which opposites are juxtaposed so that the contrast between them is striking. [1]
The post 26 of the Funniest Oxymoron Examples appeared first on Reader's Digest. A closer look at these contradictory phrases and quotes will make you laugh. 26 of the Funniest Oxymoron Examples
Paradox – an apparently absurd or self-contradictory statement or proposition. Paralipsis – a form of apophasis when a rhetor introduces a subject by denying it should be discussed. To speak of someone or something by claiming not to. Parallelism – the correspondence, in sense or construction, of successive clauses or passages.
False positive paradox: A test that is accurate the vast majority of the time could show you have a disease, but the probability that you actually have it could still be tiny. Grice's paradox : Shows that the exact meaning of statements involving conditionals and probabilities is more complicated than may be obvious on casual examination.