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Dichotomy Totally Explained
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Everything about Dichotomy totally explainedA dichotomy is any splitting of a whole into exactly two non-overlapping parts.
In other words, it's a bipartition of elements. for example nothing can belong simultaneously to both parts, and everything must belong to one part or the other. They are often contrasting and spoken of as "opposites."
Etymology
The term comes from the Greek dichotomia (divided): dich- (form of dícha, in two, asunder); tomia- a combining form meaning cutting, incision, excision of an object.
Uses of dichotomy
- The above applies directly when the term is used in mathematics, philosophy or linguistics. For example, if there's a concept A, and it's split into parts B and not-B, then the parts form a dichotomy: they're mutually exclusive, since no part of B is contained in not-B and vice-versa, and they're jointly exhaustive, since they cover all of A, and together again give A.
- A false dichotomy is a logical fallacy consisting of a supposed dichotomy which fails one or both of the conditions: it isn't jointly exhaustive or not mutually exclusive. In its most common form, two entities are presented as if they're exhaustive, when in fact other alternatives are possible. In some cases, they may be presented as if they're mutually exclusive although there's a broad middle ground (see also undistributed middle).
- Dichotomies are common in Western thought. C.P. Snow believes that Western society has become an argument culture (The Two Cultures). In The Argument Culture (1998), Deborah Tannen suggests that the dialogue of Western culture is characterized by a warlike atmosphere in which the winning side has truth (like a trophy). In such a dialogue, the middle alternatives are virtually ignored.
- In economics, the classical dichotomy is the division between the real side of the economy and the monetary side. According to the classical dichotomy, changes in monetary variables don't affect real values as output, employment, and the real interest rate. Money is therefore neutral in the sense that it can't affect these real variables.
- In set theory, a dichotomous relation R is such that either aRb, bRa or both.
- In biology, a dichotomy is a division of organisms into two groups, typically based on a characteristic present in one group and absent in the other. Such dichotomies are used as part of the process of identifying species, as part of a dichotomous key, which asks a series of questions, each of which narrows down the set of organisms. A well known dichotomy is the question "does it have a backbone?", used to divide species into vertebrates and invertebrates.
- In botany, a dichotomy is a mode of branching by repeated bifurcation. Thus a focus on branching rather than division.
- In computer science, more specifically programming language engineering, the term dichotomy is used to denote fundamental dualities in a language's design. For instance, C++ has a dichotomy in its memory model (heap versus stack), whereas Java has a dichotomy in its type system (references versus primitive data types).
- In the anthropologic field of theology and in philosophy, dichotomy is the belief that humans consist of a soul and a body. (See Mind-body dichotomy) This stands in contrast to trichotomy.
- Dichotomy is also a method of execution wherein the victim is cut in two.
- Divine Dichotomy as mentioned in the Conversations With God series of books by religious author Neale Donald Walsch.
- In sociology dichotomies are the subject of attention because they may form the basis to divisions and inequality. For example, the Domestic-public dichotomy divides men's and women's roles in a society, which may cause inequalities between the two. Some social scientists attempt to deconstruct dichotomies in order to address the divisions and inequalities they create: for instance Judith Butler's deconstruction of the gender-dichotomy and Val Plumwood's deconstruction of the human-environment dichotomy.
- The I Ching and taijitu represent the yin yang theories of traditional Chinese culture.
Further Information
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