Here you will find one or more explanations in English for the word Integration. Also in the bottom left of the page several parts of wikipedia pages related to the word Integration and, of course, Integration synonyms and on the right images related to the word Integration.
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Constant of integrationConstant Con"stant, n.
1. (Astron.) A number whose value, when ascertained (as by
observation) and substituted in a general mathematical
formula expressing an astronomical law, completely
determines that law and enables predictions to be made of
its effect in particular cases.
2. (Physics) A number expressing some property or condition
of a substance or of an instrument of precision; as, the
dielectric constant of quartz; the collimation constant of
a transit instrument.
Aberration constant, or Constant of aberration (Astron.),
a number which by substitution in the general formula for
aberration enables a prediction to be made of the effect
of aberration on a star anywhere situated. Its value is
20[sec].47.
Constant of integration (Math.), an undetermined constant
added to every result of integration.
Gravitation constant (Physics), the acceleration per unit
of time produced by the attraction of a unit of mass at
unit distance. When this is known the acceleration
produced at any distance can be calculated.
Solar constant (Astron.), the quantity of heat received by
the earth from the sun in a unit of time. It is, on the C.
G. S. system, 0.0417 small calories per square centimeter
per second. --Young. Disintegration
Disintegration Dis*in`te*gra"tion, n.
(a) The process by which anything is disintegrated; the
condition of anything which is disintegrated.
Specifically
(b) (Geol.) The wearing away or falling to pieces of rocks or
strata, produced by atmospheric action, frost, ice, etc.
Society had need of further disintegration before
it could begin to reconstruct itself locally.
--Motley.
Redintegration
Redintegration Re*din`te*gra"tion (-gr?"sh?n), n. [L.
redintegratio.]
1. Restoration to a whole or sound state; renewal;
renovation. --Dr. H. More.
2. (Chem.) Restoration of a mixed body or matter to its
former nature and state. [Achaic.] --Coxe.
3. (Psychology) The law that objects which have been
previously combined as part of a single mental state tend
to recall or suggest one another; -- adopted by many
philosophers to explain the phenomena of the association
of ideas.
ReintegrationReintegration Re*in`te*gra"tion (-gr?"sh?n), n.
A renewing, or making whole again. See Redintegration.
Meaning of Integration from wikipedia
- Integration may refer to: Modular integration, where different parts in a module have a tendency to vary together Retroviral integration, the use of a...
- representative output. Integration is an important part of many engineering and scientific applications. Mechanical integrators are the oldest application...
- "small-scale integration" (SSI), "medium-scale integration" (MSI), "very-large-scale integration" (VLSI), and "ultra-large-scale integration" (ULSI). The...
- the integration is performed has been generalised. A line integral is defined for functions of two or more variables, and the interval of integration [a...
- contrasted with horizontal integration, wherein a company produces several items which are related to one another. Vertical integration has also described management...
- of times per day. The main aim of CI is to prevent integration problems, referred to as "integration ****" in early descriptions of XP. CI is not universally...
- that are already deplo****. Vertical integration (as opposed to "horizontal integration") is the process of integrating subsystems according to their functionality...
- for that product or service. Horizontal integration contrasts with vertical integration, where companies integrate multiple stages of production of a small...
- calculus, and more generally in mathematical analysis, integration by parts or partial integration is a process that finds the integral of a product of...
- In calculus, integration by substitution, also known as u-substitution, is a method for solving integrals. Using the fundamental theorem of calculus often...
