Payment netting and Probability Density Function: Difference between pages

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.

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-A form of netting, involving payment instructions in the same  currency and with the same due date, where the party with the largest aggregate balance settles the difference resulting from the netting operation.
+''Financial maths''.
-Also called settlement netting.
+(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 ==
-* [[Netting]]
+* [[Mean]]
-* [[Position netting]]
+* [[Normal frequency distribution]]
+* [[PDF]]
+* [[Standard deviation]]
+* [[Variance]]
+* [[Z statistic]]
-[[Category:Financial_products_and_markets]]
+[[Category:Knowledge_and_information_management]]
+[[Category:Financial_risk_management]]