Oracle - Valor Distribución Nomal Estandar Inversa (Valor Crítico Z)

 
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Valor Distribución Nomal Estandar Inversa (Valor Crítico Z)

Publicado por Ariel R.A (2 intervenciones) el 22/12/2016 15:45:05
Saludos, alguien conoce cómo obtener la distribución normal estándar inversa con algún paquete o librería Oracle? He buscado mucho y no encuentro un paquete robusto de cálculos estádisticos.

Gracias.
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Valor Distribución Nomal Estandar Inversa (Valor Crítico Z)

Publicado por Rafael (328 intervenciones) el 27/12/2016 08:50:49
Oracle solo te proporciona las siguientes funciones estadísticas;

CORR(expr1, expr2) OVER(analytic_clause)
CORR returns the coefficient of correlation of a set of number pairs. You can use it as an aggregate or analytic function.
COVAR_POP(expr1, expr2) OVER(analytic_clause)
COVAR_POP returns the population covariance of a set of number pairs. You can use it as an aggregate or analytic function.
COVAR_SMP(expr1, expr2) OVER(analytic_clause)
COVAR_SAMP returns the sample covariance of a set of number pairs. You can use it as an aggregate or analytic function.
CUME_DIST(expr) WITHIN GROUP(ORDER BY expr ASC|DESC NULLS FIRST|LAST)
CUME_DIST calculates the cumulative distribution of a value in a group of values. The range of values returned by CUME_DIST is >0 to <=1. Tie values always evaluate to the same cumulative distribution value.
PERCENT_RANK(expr) WITHIN GROUP(ORDER BY expr ASC|DESC NULLS FIRST|LAST)
The PERCENT_RANK function is similar to the CUME_DIST (cumulative distribution) function. The range of values returned by PERCENT_RANK is 0 to 1, inclusive. The first row in any set has a PERCENT_RANK of 0.
PERCENTILE_CONT(expr) WITHIN GROUP(ORDER BY expr ASC|DESC)
The PERCENTILE_CONT function is an inverse distribution function that assumes a continuous distribution model. It takes a percentile value and a sort specification, and returns an interpolated value that would fall into that percentile value with respect to the sort specification. Nulls are ignored in the calculation.
PERCENTILE_DISC(expr) WITHIN GROUP(ORDER BY expr ASC|DESC)
The PERCENTILE_DISC function is an inverse distribution function that assumes a discrete distribution model. It takes a percentile value and a sort specification and returns an element from the set. Nulls are ignored in the calculation.
REGR_AVGX(expr1, expr2) OVER(analytic_clause)
REGR_AVGX evaluates the average of the independent variable (expr2) of the regression line. It makes the following computation after the elimination of null (expr1, expr2) pairs: AVG(expr2)
REGR_AVGY(expr1, expr2) OVER(analytic_clause)
REGR_AVGY evaluates the average of the dependent variable (expr1) of the regression line. It makes the following computation after the elimination of null (expr1, expr2) pairs: AVG(expr1)
STDDEV([DISTINCT | ALL] n)
Determines the standard deviation, the square root of the variance, of the values in a column. See COUNT for usage of DISTINCT
STDDEV_POP(expr) OVER(analytic_clause)
STDDEV_POP computes the population standard deviation and returns the square root of the population variance. You can use it as both an aggregate and analytic function.
STDDEV_SAMP(expr) OVER(analytic_clause)
STDDEV_SAMP computes the cumulative sample standard deviation and returns the square root of the sample variance. You can use it as both an aggregate and analytic function.
VAR_POP(expr) OVER(analytic_clause)
VAR_POP returns the population variance of a set of numbers after discarding the nulls in this set. You can use it as both an aggregate and analytic function.
VAR_SAMP(expr) OVER(analytic_clause)
VAR_SAMP returns the sample variance of a set of numbers after discarding the nulls in this set. You can use it as both an aggregate and analytic function.
VARIANCE( [DISTINCT | ALL] n)
Determines the variance of the values in a column. See COUNT for usage of DISTINCT

El resto te lo tienes que hacer tu...

Mas cuando tus valores son aleatorios.
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Valor Distribución Nomal Estandar Inversa (Valor Crítico Z)

Publicado por Ariel R.A (2 intervenciones) el 09/01/2017 19:16:54
Muchas Gracias colega!
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