MagicPlot Manual

Plotting and nonlinear fitting software

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statistics [Mon May 28 17:00:13 2012]
Alexander
statistics [Thu Jan 14 17:15:05 2021] (current)
Alexander
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-====== Descriptive Statistics (Pro edition only) ======+====== Descriptive Statistics ======
 Select ''Tools -> Statistics'' menu item to open the statistics dialog. Statistics dialog shows statistics on currently selected table columns or curves on plot. The statistics is updated every time you activate different windows or change the selection in active window. Select multiple instances in one window (columns or curves) to view multiple statistics data. Select ''Tools -> Statistics'' menu item to open the statistics dialog. Statistics dialog shows statistics on currently selected table columns or curves on plot. The statistics is updated every time you activate different windows or change the selection in active window. Select multiple instances in one window (columns or curves) to view multiple statistics data.
  
-{{:statistics_dialog.png|Statistics dialog}}+{{:statistics_dialog.png?nolink|Statistics dialog}}
  
 ==== Showed Statistical Properties ==== ==== Showed Statistical Properties ====
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 ^  Property  ^  Formula  ^ ^  Property  ^  Formula  ^
 | //n// | The number of non-empty cells  | | //n// | The number of non-empty cells  |
-Mean | <m>nu_1 = 1/n sum{j}{}{a_j}</m>  |+| Mean | <m>nu_1 = 1/n sum{j}{}{a_j}</m>  |
 | [[wp>Central moment|Central moments]] | <m>mu_k = 1/n sum{j}{}{(a_j − nu_1)^k}, ~ k = 2...4</m> | | [[wp>Central moment|Central moments]] | <m>mu_k = 1/n sum{j}{}{(a_j − nu_1)^k}, ~ k = 2...4</m> |
  
 MagicPlot uses the following formulas to calculate statistics: MagicPlot uses the following formulas to calculate statistics:
 ^  Property  ^  Formula  ^ ^  Property  ^  Formula  ^
-Mean (expected value) | <m>mu = nu_1</m> |+| Mean (expected value) | <m>mu = nu_1</m> |
 | Variance | <m>sigma^2 = {n / {n − 1}} mu_2</m> | | Variance | <m>sigma^2 = {n / {n − 1}} mu_2</m> |
 | Standard deviation | <m>sigma = sqrt{sigma^2}</m> | | Standard deviation | <m>sigma = sqrt{sigma^2}</m> |
statistics.1338210013.txt.gz · Last modified: Sun Nov 8 12:20:34 2015 (external edit)