interval estimation - translation to ιταλικό
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interval estimation - translation to ιταλικό

INTERVAL BOUNDED BY AN UPPER AND A LOWER LIMIT STATISTIC
Interval estimator; Interval estimate; Statistical interval; Interval (statistics)

interval estimation         
stima di spazio (sistema statistico di calcolo del valore di un parametro)
closed interval         
  • The addition ''x'' + ''a'' on the number line. All numbers greater than ''x'' and less than ''x'' + ''a'' fall within that open interval.
IN MATH, A SET OF REAL NUMBERS IN WHICH ANY NUMBER THAT LIES BETWEEN TWO NUMBERS IN THE SET IS ALSO INCLUDED IN THE SET
Interval on the real line; Closed interval; Open interval; Interval (analysis); Half-open interval; Half-closed interval; Interval notation; Interval of the real line; Bounded interval; Semi-open interval; Dyadic interval; Interval Notation; Range notation; Degenerate interval; Values interval; Subinterval; Open Interval; Proper subinterval; Endpoints (interval); Nondegenerate interval; Non-degenerate interval
piano delimitato (in matematica- parte di piano fra due punti estremi)
open interval         
  • The addition ''x'' + ''a'' on the number line. All numbers greater than ''x'' and less than ''x'' + ''a'' fall within that open interval.
IN MATH, A SET OF REAL NUMBERS IN WHICH ANY NUMBER THAT LIES BETWEEN TWO NUMBERS IN THE SET IS ALSO INCLUDED IN THE SET
Interval on the real line; Closed interval; Open interval; Interval (analysis); Half-open interval; Half-closed interval; Interval notation; Interval of the real line; Bounded interval; Semi-open interval; Dyadic interval; Interval Notation; Range notation; Degenerate interval; Values interval; Subinterval; Open Interval; Proper subinterval; Endpoints (interval); Nondegenerate interval; Non-degenerate interval
linea aperta (senza inizio o fine)

Ορισμός

simple interval
¦ noun Music an interval of one octave or less.

Βικιπαίδεια

Interval estimation

In statistics, interval estimation is the use of sample data to estimate an interval of possible values of a parameter of interest. This is in contrast to point estimation, which gives a single value.

The most prevalent forms of interval estimation are confidence intervals (a frequentist method) and credible intervals (a Bayesian method); less common forms include likelihood intervals and fiducial intervals. Other forms of statistical intervals include tolerance intervals (covering a proportion of a sampled population) and prediction intervals (an estimate of a future observation, used mainly in regression analysis).

Non-statistical methods that can lead to interval estimates include fuzzy logic.