dynamic measure point - definição. O que é dynamic measure point. Significado, conceito
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O que (quem) é dynamic measure point - definição

MEASURE OF TOTAL VALUE ONE, GENERALIZING PROBABILITY DISTRIBUTIONS
Measure (probability); Probability Measure
  • 0-521-62128-3}} [https://books.google.com/books?id=Q1AUhivGmyUC&pg=PA149 page 149]</ref>
  • A ''probability measure'' mapping the probability space for  <math>2^3</math> events to the [[unit interval]].

overdone         
  • Robert Smirke]] (n.d.)
  • The first page of Shakespeare's ''Measure for Measure'', printed in the [[First Folio]] of 1623
  • William Hamilton]] of Isabella appealing to Angelo
  • ''Mariana'' (1851) by [[John Everett Millais]]
  • Pompey Bum, as he was portrayed by nineteenth-century actor [[John Liston]]
  • ''Mariana'' (1888) by [[Valentine Cameron Prinsep]]
  • ''Isabella'' (1888) by [[Francis William Topham]]
  • ''Claudio and Isabella'' (1850) by [[William Holman Hunt]]
PLAY BY SHAKESPEARE
Measure for measure; Barnardine; Measure For Measure; Mistress Overdone; Abhorson; Overdone; Over done; Kate Keepdown; Keepdown; Keep down
1.
If food is overdone, it has been spoiled by being cooked for too long.
The meat was overdone and the vegetables disappointing.
= overcooked
ADJ
2.
If you say that something is overdone, you mean that you think it is excessive or exaggerated.
In fact, the panic is overdone. As the map shows, the drought has been confined to the south and east of Britain.
ADJ: usu v-link ADJ
Measure for Measure         
  • Robert Smirke]] (n.d.)
  • The first page of Shakespeare's ''Measure for Measure'', printed in the [[First Folio]] of 1623
  • William Hamilton]] of Isabella appealing to Angelo
  • ''Mariana'' (1851) by [[John Everett Millais]]
  • Pompey Bum, as he was portrayed by nineteenth-century actor [[John Liston]]
  • ''Mariana'' (1888) by [[Valentine Cameron Prinsep]]
  • ''Isabella'' (1888) by [[Francis William Topham]]
  • ''Claudio and Isabella'' (1850) by [[William Holman Hunt]]
PLAY BY SHAKESPEARE
Measure for measure; Barnardine; Measure For Measure; Mistress Overdone; Abhorson; Overdone; Over done; Kate Keepdown; Keepdown; Keep down
Measure for Measure is a play by William Shakespeare, believed to be written in 1603 or 1604 and first performed in 1604, according to available records. It was published in the First Folio of 1623.
keep down         
  • Robert Smirke]] (n.d.)
  • The first page of Shakespeare's ''Measure for Measure'', printed in the [[First Folio]] of 1623
  • William Hamilton]] of Isabella appealing to Angelo
  • ''Mariana'' (1851) by [[John Everett Millais]]
  • Pompey Bum, as he was portrayed by nineteenth-century actor [[John Liston]]
  • ''Mariana'' (1888) by [[Valentine Cameron Prinsep]]
  • ''Isabella'' (1888) by [[Francis William Topham]]
  • ''Claudio and Isabella'' (1850) by [[William Holman Hunt]]
PLAY BY SHAKESPEARE
Measure for measure; Barnardine; Measure For Measure; Mistress Overdone; Abhorson; Overdone; Over done; Kate Keepdown; Keepdown; Keep down
1.
If you keep the number, size, or amount of something down, you do not let it get bigger or go higher.
The prime aim is to keep inflation down...
Administration costs were kept down to just ?460.
PHRASAL VERB: V n P, V P n (not pron)
2.
If someone keeps a group of people down, they prevent them from getting power and status and being completely free.
No matter what a woman tries to do to improve her situation, there is some barrier or attitude to keep her down.
= hold back
PHRASAL VERB: V n P, also V P n (not pron)
3.
If you keep food or drink down, you manage to swallow it properly and not vomit, even though you feel sick.
I tried to give her something to drink but she couldn't keep it down.
PHRASAL VERB: V n P

Wikipédia

Probability measure

In mathematics, a probability measure is a real-valued function defined on a set of events in a probability space that satisfies measure properties such as countable additivity. The difference between a probability measure and the more general notion of measure (which includes concepts like area or volume) is that a probability measure must assign value 1 to the entire probability space.

Intuitively, the additivity property says that the probability assigned to the union of two disjoint events by the measure should be the sum of the probabilities of the events; for example, the value assigned to "1 or 2" in a throw of a dice should be the sum of the values assigned to "1" and "2".

Probability measures have applications in diverse fields, from physics to finance and biology.