Calculation
Calculate an assay document once you have completely set it up. Results of the calculation are added to the assay document.
The following figure shows the steps that are performed when calculating an assay document and the document elements you use to define the calculation logic:
Data transformation
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Binary logarithm (base 2)
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Natural logarithm (base e)
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Decimal logarithm (base 10)
Regression analysis
Regression analysis runs two regressions using a full and a restricted model. The difference between full and restricted model is usually used for suitability testing.
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The full regression model finds the best fit for the system. Regression parameters are defined separately for the Standard and each Test sample.
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The restricted regression model assumes perfect similarity/parallelism and is used to estimate the relative potency. The restricted model approximates the Standard sample and Test samples together. Only the regression parameter used to determine relative potency is assumed to differ. Other regression parameters are assumed to be equal in the Standard and Test samples.
PLA 3.0 currently supports the probit and the logit models.
Analysis of variance
Use Analysis of variance (ANOVA) to determine sources of variation in statistical models. ANOVA has several methods to estimate variance in the data. You can define a value for the theoretical variance other than 1, if you require.
Potency calculation
The primary goal of dichotomous assays is to calculate relative potencies of Test samples compared to a Standard sample. You can also determine absolute potencies if you provide information on stock solutions or raw materials. In this case, assays still calculate relative potencies first and then perform calculations to determine absolute potencies.
Definitions of raw materials and stock solutions are optional and not always provided. PLA 3.0 can perform various calculations to derive absolute potency. The type of calculation PLA 3.0 uses depends on the potency information you provide.
The following tables show the most common use cases.
No absolute potency calculation
No absolute potencies are calculated if you provide a stock solution or raw material potency for the Test sample but not the Standard sample:
Standard sample | Test sample | ||
---|---|---|---|
Raw material potency | Stock solution potency | Raw material potency | Stock solution potency |
- | - | - | - |
- | - | - | yes |
- | - | yes | - |
Calculation of absolute potency for stock solution
Absolute potencies are calculated for stock solutions if you provide one of the following combinations of potency information:
Standard sample | Test sample | ||
---|---|---|---|
Raw material potency | Stock solution potency | Raw material potency | Stock solution potency |
- | yes | - | * |
- | yes | - | yes |
- | yes | yes | - |
yes | - | - | * |
yes | - | - | yes |
* If you provide potency information on the raw material or stock solution of the Standard sample and do not provide any potency information on the raw material or stock solution of the Test sample, the stock solution potency of the Test sample is assumed to be 1.
Calculation of absolute potency for raw material
Absolute potencies are calculated for raw materials if you provide a raw material potency for both the Standard and Test sample:
Standard sample | Test sample | ||
---|---|---|---|
Raw material potency | Stock solution potency | Raw material potency | Stock solution potency |
yes | - | yes | - |