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Statistics

The Function Development Kit (FDK) provides access to many statistical built-in functionalities.

Descriptive Statistics

The type 'Value' provides descriptive functions for selections, table cells, attributes, ...

Value


Minimum

Maximum

Range

Arithmetic mean

Geometric mean

Harmonic mean

Quadratic mean

Median

Quartile

Decile

Percentile

Sum

Product

Sum of squares

Sum of logs

Variance

Standard deviation

Skewness

Kurtosis

Correlation

Three correlation coefficents are supported: Pearson, Spearman and Kendall

Pearson's Correlation

Spearman's Correlation

Kendall's Correlation

Covariance

The covariance of two variables within selections can be computed quite easily:

Covariance

Regression

Simple linear regression with direct observations:

Simple linear regression


Simple linear regression on selections:

Simple linear regression on selections


Multiple linear regression with direct observations:

Multiple linear regression


Multiple linear regression on selections:

Multiple linear regression on selections

Inference

Many common statistical tests are provided by built-on functions.
They can either be performed directly via type 'InferenceRoot' or on selections via type 'SelectionInference'.

InferenceRoot SelectionInference


T-test with direct observations:

T-test


T-test on selections:

T-test on selections


Binomial test:

Binomial test


Supported tests:
  • T
  • Paired T
  • Homoscedastic T
  • Chi-Square
  • G
  • Binomial
  • One-way ANOVA
  • Kolmogorov–Smirnov
  • Mann–Whitney U
  • Wilcoxon signed-rank

Distributions

Many common distributions can be created via the type 'DistributionRoot'.

DistributionRoot

Create a distribution


Supported distributions:
  • Beta
  • Binomial
  • Cauchy
  • Chi squared
  • Constant
  • Enumerated
  • Exponential
  • F
  • Gamma
  • Geometric
  • Gumbel
  • Hypergeometric
  • Laplace
  • Levy
  • Logistic
  • Log normal
  • Nakagami
  • Normal
  • Pareto
  • Pascal
  • Poisson
  • T
  • Triangular
  • Uniform
  • Weibull
  • Zipf

What next?