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Self-referential humor, also known as self-reflexive humor, self-aware humor, or meta humor, is a type of comedic expression [1] that—either directed toward some other subject, or openly directed toward itself—is self-referential in some way, intentionally alluding to the very person who is expressing the humor in a comedic fashion, or to some specific aspect of that same comedic expression.
This is the canonical self-referential paradox. Also "Is the answer to this question 'no'?", and "I'm lying." Card paradox: "The next statement is true. The previous statement is false." A variant of the liar paradox in which neither of the sentences employs (direct) self-reference, instead this is a case of circular reference.
Self-reference is studied and has applications in mathematics, philosophy, computer programming, second-order cybernetics, and linguistics, as well as in humor. Self-referential statements are sometimes paradoxical , and can also be considered recursive .
Image credits: reasonsmyfriendshateme Previously, Alyia also shared how she began cartooning. She wrote: “I started doodling some of my own annoying habits and had a lot of fun doing so, and I ...
A meta-analysis by Symons and Johnson (1997) showed self-reference resulting in better memory in comparison to tasks relying on semantic encoding or other-referent encoding. According to Symons and Johnson, self-referencing questions elicit elaboration and organization in memory, both of which creating a deeper encoding and thus facilitate ...
There's nothing better than a corny dad joke to inspire a chuckle or two. But sometimes it's the jokes that border on inappropriate that really bring on the laughs. Because even though you know ...
People's individual differences can show similar effects as the self-reference effect (Nakoa et al., 2012). The self-reference effect is a rich and powerful encoding process that can be used multiple ways. The self-reference effect shows better results over the semantic method when processing personal information. [22]
This category also contains paradoxes where self-referentiality is disputed, such as Yablo's paradox, or indirect, e. g. card paradox. Pages in category "Self-referential paradoxes" The following 19 pages are in this category, out of 19 total.