Look up derivation or derives in Wiktionary, the free dictionary. Derivation may refer to: Morphological derivation, a word-formation process Parse tree...

The dérive (French: [de.ʁiv], "drift") is an unplanned journey through a landscape, usually urban, in which participants stop focusing on their everyday...

containing Derive Derivation (disambiguation) Derivative (disambiguation) This disambiguation page lists articles associated with the title Derive. If an...

acts as a derivation. A derivation can produce a lexeme with a different part of speech but does not necessarily. For example, the derivation of the word...

these coherent derived units (for example, hertz, the SI unit of measurement of frequency), but the rest merely reflect their derivation: for example,...

functions used for key derivation. The first[citation needed] deliberately slow (key stretching) password-based key derivation function was called "crypt"...

In computer programming, derived objects are files (intermediate or not) that are not directly maintained, but get created. The most typical context is...

vector field is an R-derivation on the algebra of differentiable functions on a differentiable manifold; more generally it is a derivation on the tensor algebra...

complete the square without need for fractions. Then the steps of the derivation are: Multiply each side by ⁠ 4 a {\displaystyle 4a} ⁠. Add ⁠ b 2 − 4 a...

computer science, program derivation is the derivation of a program from its specification, by mathematical means. To derive a program means to write a...

In computer science, derived type can mean: a composite data type, one built out of other types a subtype a derived class This disambiguation page lists...

The notion of a p-derivation is related to that of a derivation in differential algebra. Let p be a prime number. A p-derivation or Buium derivative...

A derived set may refer to: Derived set (mathematics), a construction in point-set topology Derived row, a concept in musical set theory This disambiguation...

proved or derived. If premises are left unsatisfied in the derivation, then the derivation is a proof of a hypothetical statement: "if the premises hold...

provisions may file a petition to institute a derivation proceeding with the Board. During the derivation proceeding, the Board has jurisdiction over any...

In linguistics, conversion, also called zero derivation or null derivation, is a kind of word formation involving the creation of a word (of a new part...

In music using the twelve-tone technique, derivation is the construction of a row through segments. A derived row is a tone row whose entirety of twelve...

State derivation has been understood since the 1970s as an attempt within Marxism and neo-Marxism to explain the emergence and extent of the state and...

The derivation of the Navier–Stokes equations as well as their application and formulation for different families of fluids, is an important exercise in...

geometry, a derived stack is, roughly, a stack together with a sheaf of commutative ring spectra. It generalizes a derived scheme. Derived stacks are the...

Patient derived xenografts (PDX) are models of cancer where the tissue or cells from a patient's tumor are implanted into an immunodeficient or humanized...

vowel gradation system of Sanskrit and of Proto-Indo-European. The term is derived from Sanskrit वृद्धि vṛddhi, IPA: [ˈʋr̩d̪ːʱi], lit. 'growth', from...

bS A derivation of a string for a grammar is a sequence of grammar rule applications that transform the start symbol into the string. A derivation proves...

In mathematics, certain functors may be derived to obtain other functors closely related to the original ones. This operation, while fairly abstract,...

from its use as an anti-obesity medication. Research into the adipose-derived hormones adiponectin and resistin is ongoing. Like leptin, these hormones...

Initial-stress derivation is a phonological process in English that moves stress to the first syllable of verbs when they are used as nouns or adjectives...

conjugational paradigm. As a result, these derived stems are considered part of the system of morphological derivation, and not conjugation or inflection. Typically...

operator T ↦ L X T {\displaystyle T\mapsto {\mathcal {L}}_{X}T} is a derivation of the algebra of tensor fields of the underlying manifold. The Lie derivative...

In mathematics, a Hasse–Schmidt derivation is an extension of the notion of a derivation. The concept was introduced by Schmidt & Hasse (1937). For a (not...

coordinate transformation (e.g. the Kruskal–Szekeres coordinate system). [This derivation is flawed because it assumes Kepler's 3rd law. This is unfounded because...