13-letter words containing funct
- beta function — a function of two variables, usually expressed as an improper integral and equal to the quotient of the product of the values of the gamma function at each variable divided by the value of the gamma function at the sum of the variables.
- disfunctional — dysfunction.
- dysfunctional — not performing normally, as an organ or structure of the body; malfunctioning.
- eigenfunction — Each of a set of independent functions that are the solutions to a given differential equation.
- flow function — The flow function is the relationship between the strength of a compact and the degree of compaction.
- fold function — (programming) In functional programming, fold or "reduce" is a kind of higher-order function that takes as arguments a function, an initial "accumulator" value and a data structure (often a list). In Haskell, the two flavours of fold for lists, called foldl and foldr are defined like this: foldl :: (a -> b -> a) -> a -> [b] -> a foldl f z [] = z foldl f z (x:xs) = foldl f (f z x) xs foldr :: (a -> b -> b) -> b -> [a] -> b foldr f z [] = z foldr f z (x:xs) = f x (foldr f z xs) In both cases, if the input list is empty, the result is the value of the accumulator, z. If not, foldl takes the head of the list, x, and returns the result of recursing on the tail of the list using (f z x) as the new z. foldr returns (f x q) where q is the result of recursing on the tail. The "l" and "r" in the names refer to the associativity of the application of f. Thus if f = (+) (the binary plus operator used as a function of two arguments), we have: foldl (+) 0 [1, 2, 3] = (((0 + 1) + 2) + 3 (applying + left associatively) and foldr (+) 0 [1, 2, 3] = 0 + (1 + (2 + 3)) (applying + right associatively). For +, this makes no difference but for an non-commutative operator it would.
- form function — (jargon) The shape of something designed. This term is currently (Feb 1998) in vogue among marketroids.
- function room — a room designated for official or formal social gatherings or ceremonies
- function word — a word, as a preposition, article, auxiliary, or pronoun, that chiefly expresses grammatical relationships, has little semantic content of its own, and belongs to a small, closed class of words whose membership is relatively fixed (distinguished from content word).
- functionalise — to make functional.
- functionalism — (usually initial capital letter) Chiefly Architecture, Furniture. a design movement evolved from several previous movements or schools in Europe in the early 20th century, advocating the design of buildings, furnishings, etc., as direct fulfillments of material requirements, as for shelter, repose, or the serving of food, with the construction, materials, and purpose clearly expressed or at least not denied, and with aesthetic effect derived chiefly from proportions and finish, purely decorative effects being excluded or greatly subordinated. the doctrines and practices associated with this movement. Compare rationalism (def 4).
- functionalist — a person who advocates, or works according to, the principles of functionalism.
- functionality — of or relating to a function or functions: functional difficulties in the administration.
- functionalize — to make functional.
- functionaries — Plural form of functionary.
- hash function — (programming) A hash coding function which assigns a data item distinguished by some "key" into one of a number of possible "hash buckets" in a hash table. The hash function is usually combined with another more precise function. For example a program might take a string of letters and put it in one of twenty six lists depending on its first letter. Ideally, a hash function should distribute items evenly between the buckets to reduce the number of hash collisions. If, for example, the strings were names beginning with "Mr.", "Miss" or "Mrs." then taking the first letter would be a very poor hash function because all names would hash the same.
- hyperfunction — abnormally increased function, especially of glands or other organs.
- interfunction — the kind of action or activity proper to a person, thing, or institution; the purpose for which something is designed or exists; role.
- loss function — (in decision theory) a function that expresses the loss incurred when a decision is made in terms of various factors.
- malfunctional — Not functioning as intended.
- malfunctioned — Simple past tense and past participle of malfunction.
- memo function — (programming) (Or "memoised function") A function that remembers which arguments it has been called with and the result returned and, if called with the same arguments again, returns the result from its memory rather than recalculating it. Memo functions were invented by Professor Donald Michie of Edinburgh University. The idea was further developed by Robin Popplestone in his Pop2 language long before it was ever worked into LISP. This same principle is found at the hardware level in computer architectures which use a cache to store recently accessed memory locations. A Common Lisp package by Marty Hall <[email protected]> ftp://archive.cs.umbc.edu/pub/Memoization.
- metafunctions — Plural form of metafunction.
- multifunction — the kind of action or activity proper to a person, thing, or institution; the purpose for which something is designed or exists; role.
- nonfunctional — Not having any particular purpose or function.
- onto function — Mathematics. a function from one set to a second set, the range of which is the entire second set.
- perfunctorily — performed merely as a routine duty; hasty and superficial: perfunctory courtesy.
- prefunctional — of or relating to a function or functions: functional difficulties in the administration.
- step function — a function that is constant on each of a finite set of subintervals of its domain, the union of the subintervals being the domain.
- trifunctional — pertaining to molecules that can react at three sites.
- trig function — Also called circular function. a function of an angle, as sine or cosine, expressed as the ratio of the sides of a right triangle.
- wave function — a solution of a wave equation.
- work function — Physics. the least energy necessary to free an electron from a metal surface.
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