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integration

integration

5 8.0
Finding the area under a curve in calculus
  • noun
  • /ˌɪntɪˈɡreɪʃən/
  • Specialized
translation icon : integración
  • A flow diagram for the final phase of the chip integration process is shown in Figure 3.
  • numerical integration
  • integration techniques
  • rational integration

That's when we, you know, talk about integration and measure theory for the countable Infinity.

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Examples

  • So we did our first integration by parts.

  • Our errors in the integration should not be too large.

  • OK, we're going to do the first integration by parts problem.

  • But then in doing the integration by parts we have to change the sign.

  • The question is how is this integration going to occur?

  • The process of integration is well discussed in McArthur, especially chapters 1 and 5.

    Academic text (1993)
  • The system side involves the explicit calculation and integration of trust and reputation in search results, ads, or recommendations.

    Academic text (2011)
  • In addition, many solutions by numerical integration exist, but these too are approximate solutions.

    Blog text (29)
  • Just as this new capacity emerges from the integration of previous learning, infants' knowledge will stem from their current capacities.

    Academic text (1997)
  • In calculus, we learned that integration is essential for finding the area under a curve.

Antonyms

differentiation
  • Specialized
1 7.7

The process of finding how fast a curve changes at a point

Compounds

vertical integration
  • Specialized
1 6.8

A company that owns several production steps from raw materials to selling the product

1 4.5

A way of often putting new code into a shared place and testing it automatically

1 6.8

A company grows by buying or joining similar companies at the same business level to reduce competition

Surface Forms

integration singular
integrations plural

Morphology

integration = integrate (semi-transparent) = integrate + ion

Morphologically regular (verb + -ion), but the meaning is a technical mathematical process that may not be guessable to general learners from the everyday sense of 'combine'.

Etymology

Integration comes from the same root integr in integer, meaning 'whole', and is also the source of the word integral. In calculus, integration is the process of adding many small parts to find the whole, which is why it reverses splitting or finding small changes.