Probability Density Function: Difference between revisions

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''Financial maths''.
''Financial maths''.


Probability Density Function (PDF) refers to the density of a continuous random variable.  
(PDF).
 
Probability Density Function refers to the density of a continuous random variable.  


PDF is used to specify the probability of a random variable within a particular range as opposed to taking a single value.
PDF is used to specify the probability of a random variable within a particular range as opposed to taking a single value.


Normal Distribution is an example of PDF.
Normal distribution is an example of a PDF.




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* [[Mean]]
* [[Mean]]
* [[Normal frequency distribution]]
* [[Normal frequency distribution]]
* [[PDF]]
* [[Standard deviation]]
* [[Standard deviation]]
* [[Variance]]
* [[Variance]]
* [[Z statistic]]
* [[Z statistic]]
[[Category:Knowledge_and_information_management]]
[[Category:Financial_risk_management]]

Latest revision as of 16:45, 24 December 2019

Financial maths.

(PDF).

Probability Density Function refers to the density of a continuous random variable.

PDF is used to specify the probability of a random variable within a particular range as opposed to taking a single value.

Normal distribution is an example of a PDF.


See also