Allotopy
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Allotopy
In a story, an ''allotopy'' is when two basic meaning traits (semes) contradict each other; that is, when they trace two incompatible interpretations. It was conceived as being the opposite of an isotopy, which is the homogeneity resulting from repetition of the same seme.Jean-Marie Klinkenberg (1996) ''Précis de sémiotique générale'', De Boeck, p. 11 The concept was coined in the 1970s by the Belgian semioticians known as ''Groupe µ''. History In the 1970, the Belgian semioticians known under the name ''Groupe µ'', introduced the concept of Allotopy. They first discussed the concept in publications like ''Isotopie et allotopie'', ''Isotopie, allotopie et polytopie'' (1976), and ''A Rhetoric of Poetry'' (1977). Allotopy and humor ''Groupe µ'' discussed the relation of allotopy to jokes and humor. Salvatore Attardo, despite not using the term allotopy, formulated a theory of humor based on the idea of the "incompatible interpretations", called the isotopy-disjunction model. ...
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Isotopy (semiotics)
In a story, we detect an ''isotopy'' when there is a repetition of a basic meaning trait ( seme); such repetition, establishing some level of familiarity within the story, allows for a uniform reading/interpretation of it. An example of a sentence containing an isotopy is ''I drink some water''. The two words ''drink'' and ''water'' share a seme (a reference to liquids), and this gives homogeneity to the sentence. This concept, introduced by Greimas in 1966, had a major impact on the field of semiotics, and was redefined multiple times.Introduction'' to Greimas, aSigno Catherine Kerbrat-Orecchioni extended the concept to denote the repetition of not only semes, but also other semiotic units (like phonemes for isotopies as rhymes, rhythm for prosody, etc.). Umberto Eco showed the flaws of using the concept of "repetition", and replaced it with the concept of "direction", redefining isotopy as "the direction taken by an interpretation of the text". Redefinitions The concept was ...
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Storytelling
Storytelling is the social and cultural activity of sharing stories, sometimes with improvisation, theatrics or embellishment. Every culture has its own stories or narratives, which are shared as a means of entertainment, education, cultural preservation or instilling moral values. Crucial elements of stories and storytelling include plot, characters and narrative point of view. The term "storytelling" can refer specifically to oral storytelling but also broadly to techniques used in other media to unfold or disclose the narrative of a story. Historical perspective Storytelling, intertwined with the development of mythologies, predates writing. The earliest forms of storytelling were usually oral, combined with gestures and expressions. Some archaeologists believe that rock art, in addition to a role in religious rituals, may have served as a form of storytelling for many ancient cultures. The Australian aboriginal people painted symbols which also appear in stories on cav ...
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Seme (semantics)
Seme, the smallest unit of meaning recognized in semantics, refers to a single characteristic of a sememe. These characteristics are defined according to the differences between sememes. The term was introduced by Eric Buyssens in the 1930s and developed by Bernard Pottier in the 1960s. It is the result produced when determining the minimal elements of meaning, which enables one to describe words multilingually. Such elements provide a bridge to componential analysis and the initial work of ontologies. See also * Asemic writing * Meme * Phoneme * Memetics * Mimicry In evolutionary biology, mimicry is an evolved resemblance between an organism and another object, often an organism of another species. Mimicry may evolve between different species, or between individuals of the same species. Often, mimicry f ... Further reading Functional Approach to Semantic Heterogeneity
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Jean-Marie Klinkenberg
Jean-Marie Klinkenberg (born 8 October 1944) is a Belgian linguist and semiotician, professor at the State University of Liège, born in Verviers (Belgium) in 1944. Member of the interdisciplinary Groupe µ. President of the International Association for visual Semiotics. Biography Jean-Marie Klinkenberg, born in 1944 in Verviers (Belgium), received his Masters (1967) and his Doctorate (1971) in Romance Philology at the State University of Liège. He teaches language studies at the University of Liège, focusing on rhetoric and semiotics. He also teaches French-language literature (particularly Belgian and Québécois). His scientific activities focus on two areas: linguistics/semiotics and French-speaking cultures. In the first area, he made his mark in the late 1960s by revitalizing the field of rhetoric as a member of the interdisciplinary team known as the µ Group. More recently, he has helped to steer semiotics in a social, cognitivist direction. His writings on ...
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Groupe µ
A group is a unit (military), military unit or a Formation (military), military formation that is most often associated with military aviation. Air and aviation groups The terms group and wing (military aviation unit), wing differ significantly from one country to another, as well as between different branches of a national defence force. Air groups vary considerably in size and status, but generally take two forms: * A unit of two to four Squadron (aviation), squadrons, commanded by a lieutenant colonel, colonel, commander (rank), commander, Captain (naval), naval captain or an equivalent rank. The United States Air Force (USAF), ''groupes'' of the French ''Armée de l'air'', ''gruppen'' of the German ''Luftwaffe'', United States Marine Corps Aviation, British Fleet Air Arm and some other naval air services usually follow this pattern. * A larger formation, often comprising more than 10 squadrons, commanded by a major general, brigadier general, Commodore (rank), commodore, r ...
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Jokes
A joke is a display of humour in which words are used within a specific and well-defined narrative structure to make people laugh and is usually not meant to be interpreted literally. It usually takes the form of a story, often with dialogue, and ends in a punch line, whereby the humorous element of the story is revealed; this can be done using a pun or other type of word play, irony or sarcasm, logical incompatibility, hyperbole, or other means. Linguist Robert Hetzron offers the definition: It is generally held that jokes benefit from brevity, containing no more detail than is needed to set the scene for the punchline at the end. In the case of riddle jokes or one-liners, the setting is implicitly understood, leaving only the dialogue and punchline to be verbalised. However, subverting these and other common guidelines can also be a source of humour—the shaggy dog story is an example of an anti-joke; although presented as a joke, it contains a long drawn-out narrative o ...
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Humor
Humour (English in the Commonwealth of Nations, Commonwealth English) or humor (American English) is the tendency of experiences to provoke laughter and provide amusement. The term derives from the humorism, humoral medicine of the ancient Greeks, which taught that the balance of fluids in the human body, known as humours (Latin: ', "body fluid"), controlled human health and emotion. People of all ages and cultures respond to humour. Most people are able to experience humour—be amused, smile or laugh at something funny (such as a pun or joke)—and thus are considered to have a ''sense of humour''. The hypothetical person lacking a sense of humour would likely find the behaviour to be inexplicable, strange, or even irrational. Though ultimately decided by personal taste (aesthetics), taste, the extent to which a person finds something humorous depends on a host of variables, including geographical location, culture, Maturity (psychological), maturity, level of education, inte ...
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Salvatore Attardo
Salvatore Attardo is a full professor at Texas A&M University–Commerce and the editor-in-chief of ''Humor'', the journal for the International Society of Humor Research. He studied at Purdue University under Victor Raskin and extended Raskin's script-based semantic theory of humor (SSTH) into the general theory of verbal humor ( GTVH). He publishes in the field of humor in literature and is considered to be one of the top authorities in the area. He was born March 14, 1962, in Anderlecht, Belgium, to an Italian State Railways employee and a Belgian mother, living thereafter in Como, Italy, until adulthood. He has been a permanent resident of the United States since 1991. He has one daughter, Gaia, born in 1994. Attardo is a native speaker of Italian and French. He has served on the thesis and dissertation committees for other humor scholars, including Christian F. Hempelmann and Katrina Triezenberg. Education * Ph.D., 1991. Major: Linguistics/English. Purdue University, West La ...
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Contradiction
In traditional logic, a contradiction occurs when a proposition conflicts either with itself or established fact. It is often used as a tool to detect disingenuous beliefs and bias. Illustrating a general tendency in applied logic, Aristotle's law of noncontradiction states that "It is impossible that the same thing can at the same time both belong and not belong to the same object and in the same respect." In modern formal logic and type theory, the term is mainly used instead for a ''single'' proposition, often denoted by the falsum symbol \bot; a proposition is a contradiction if false can be derived from it, using the rules of the logic. It is a proposition that is unconditionally false (i.e., a self-contradictory proposition). This can be generalized to a collection of propositions, which is then said to "contain" a contradiction. History By creation of a paradox, Plato's '' Euthydemus'' dialogue demonstrates the need for the notion of ''contradiction''. In the ensuing ...
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Incongruity
Congruence may refer to: Mathematics * Congruence (geometry), being the same size and shape * Congruence or congruence relation, in abstract algebra, an equivalence relation on an algebraic structure that is compatible with the structure * In modular arithmetic, having the same remainder when divided by a specified integer **Ramanujan's congruences, congruences for the partition function, , first discovered by Ramanujan in 1919 **Congruence subgroup, a subgroup defined by congruence conditions on the entries of a matrix group with integer entries **Congruence of squares, in number theory, a congruence commonly used in integer factorization algorithms * Matrix congruence, an equivalence relation between two matrices * Congruence (manifolds), in the theory of smooth manifolds, the set of integral curves defined by a nonvanishing vector field defined on the manifold * Congruence (general relativity), in general relativity, a congruence in a four-dimensional Lorentzian manifold that is ...
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