Tutorials › Statistical Genetics › From Star Alleles To Actionable Genotypes

Pharmacogenomic Association and Translation · Tutorial 978 of 989

From Star Alleles To Actionable Genotypes

Translate allele and copy-number information into reproducible analysis groups while preserving uncertainty and recording the phenotype rules used.

Advanced 12 min read

What You'll Learn

  • Distinguish star alleles, diplotypes, copy-number states, predicted phenotypes, and analysis groups
  • Apply gene-specific functional annotations without assuming one phenotype map fits every gene
  • Account for additional copies when translating a diplotype into a functional category
  • Encode translated categories as analysis groups and contrasts
  • Document unresolved allele, phase, and copy-number calls without forcing a classification

From Molecular Calls to Analysis Groups

Pharmacogenomic data often begin as variant calls, but an association analysis usually needs a different variable: a clearly defined group that represents a gene-level genotype or predicted function. The translation matters. The same molecular call can be assigned differently if the allele definitions, copy-number interpretation, function table, or phenotype mapping rule differs. A defensible analysis therefore records each step, rather than treating a label such as “normal metabolizer” as if it were a raw laboratory measurement.

The aim here is to define an analysis-ready genotype variable, not to determine a prescribing recommendation. A predicted phenotype is a functional classification derived from genotype using specified rules; a drug-specific recommendation is a separate clinical decision. Even when a guideline uses the phenotype to inform treatment, the analysis must state how the phenotype was obtained and which groups it compares.

Definition: A star allele is a named haplotype defined by a specified set of variants or other molecular features for a pharmacogene. A diplotype describes the pair of inherited haplotypes at a gene, such as \(*1/*2\). When a gene has copy-number variation, a complete genotype description may also need to state how many copies are present and which allele is duplicated or deleted. A predicted phenotype is a functional category assigned from the genotype using a gene-specific annotation and mapping rule. An analysis group is the category or contrast actually used as a variable in the statistical analysis.

These are related but not interchangeable objects. A star-allele label summarizes a molecular haplotype; a diplotype combines haplotypes; a phenotype interprets the genotype’s expected function; and an analysis group is chosen for a particular question. The group may retain phenotype categories separately or combine them according to a prespecified scientific rationale. The translation should not conceal uncertainty in the underlying call.

Specify the Translation Rules Before Grouping

A reproducible translation requires a defined reference for each stage. At minimum, record the genome build and variant-calling procedure, the star-allele definition source and version, the method used to determine phase, the copy-number assay and interpretation rules, and the function annotation and phenotype mapping version. For a multi-gene panel, these rules may differ by gene.

The interpretation also relies on assumptions that should be checked rather than left implicit:

  • The assay measures the variants needed to distinguish the relevant star alleles, or explicitly reports when it cannot.
  • The allele definitions and functional annotations apply to the reference and transcript used in the study.
  • Phase is known or its uncertainty is represented; variants observed in one person do not automatically reveal which haplotype carries each variant.
  • Copy number is measured or inferred with a method appropriate to the gene, and the number of copies is not confused with the number of distinct allele labels.
  • The phenotype mapping is the stated gene-specific rule. It is not assumed to be universal across genes, guideline versions, or drugs.
Key distinction: Functional annotations and phenotype rules are inputs to translation, not properties that can be inferred from a star-allele name alone. If the required molecular information is missing or ambiguous, retain that status in the analysis data rather than silently assigning a definite group.

A common approach for genes with an activity-score system is to assign each allele a function value, combine the values across copies according to the gene-specific rule, and map the resulting score to a phenotype category. This is a useful framework, not a universal law: some genes use different functional classifications, and some allele effects cannot be summarized by a simple additive score.

$$ \text{genotype and copy number} \longrightarrow \text{functional annotation} \longrightarrow \text{gene-specific phenotype} \longrightarrow \text{analysis group} $$

Worked Translation With a Functional Score

The following examples use deliberately hypothetical rules. They illustrate the translation procedure and are not clinical guidance or a phenotype map for a real gene.

Worked Example: Mapping a Diploid Call to an Analysis Group

Suppose a fictional gene PGX-A has the following study-defined function values: \(*1\) has value 1, \(*2\) has value 0.5, and \(*3\) has value 0. The study specifies that the two allele values are added. Its prespecified mapping is: score 0, poor function; score greater than 0 and less than 1, reduced function; score from 1 through 2, typical function. Scores above 2 are assigned an increased-function category. Translate \(*1/*2\) and \(*2/*3\), then define a categorical analysis variable.

Check the call and assumptions. For this example, assume the assay identifies both alleles, the diploid copy number is two, phase is resolved, and the stated function and mapping tables are the rules selected for PGX-A. These assumptions make the translation determinate.

For \(*1/*2\), add the two function values:

$$ S = 1 + 0.5 = 1.5 $$

Since \(1 \leq 1.5 \leq 2\), the predicted phenotype is typical function. For \(*2/*3\):

$$ S = 0.5 + 0 = 0.5 $$

Since \(0 < 0.5 < 1\), the predicted phenotype is reduced function. The analysis variable can retain the two categories as “typical” and “reduced,” with the mapping recorded in the analysis specification. If a binary contrast is scientifically justified, it can be defined as reduced versus typical, but that contrast must be stated explicitly; it is not inherent in the diplotype.

The score calculation has a simple justification under its assumptions. If each allele copy contributes its assigned function value and the gene-specific model defines total function as the sum of copy contributions, then the total is obtained by adding the contribution of every copy. This explains why copy number must be handled before assigning a score. It does not establish that additivity is biologically appropriate for every pharmacogene.

$$ S = \sum_{j=1}^{C} a_j $$

Here \(C\) is the number of gene copies represented in the call and \(a_j\) is the assigned functional value of copy \(j\). This expression applies only when the selected gene-specific scoring system uses that additive rule. If a gene’s established interpretation uses a different rule, use that rule and document it instead.

Copy Number and Allele Assignment

A duplication or deletion can change the function implied by a diplotype label. In a copy-number-aware call, it is not enough to know that a duplication exists: the interpretation may depend on which allele was duplicated. A notation such as \(*1x2/*4\) indicates two copies of \(*1\) and one copy of \(*4\), whereas \(*1/*4x2\) indicates a different distribution of allele copies. Those calls can produce different predicted function under the same allele-value table.

Worked Example: Accounting for a Duplicated Allele

Continue with the hypothetical PGX-A function values and phenotype mapping in the first example. A sample has a resolved call \(*1x2/*3\): two \(*1\) copies and one \(*3\) copy. The copy-number assay supports three total copies, and the duplicated allele assignment is resolved. Determine the score and group, and compare it with \(*1/*3\).

The three-copy call has two copies with value 1 and one copy with value 0:

$$ S = 1 + 1 + 0 = 2 $$

The score is 2, so this call maps to typical function under the stated rule. For the two-copy call \(*1/*3\):

$$ S = 1 + 0 = 1 $$

A score of 1 also maps to typical function under this particular mapping. Thus, although the scores differ, the categorical phenotype is the same here. That outcome is specific to the example’s thresholds; a different gene-specific mapping could place the two scores in different categories.

For the analysis data, retain the molecular call and copy number alongside the derived category. The translation record should show that the first sample has three copies and that \(*1\), rather than \(*3\), is duplicated. Recording only “typical function” would make it difficult to audit or revise the classification if the annotation rules changed.

When copy number is uncertain, or the duplicated allele cannot be assigned, do not choose whichever interpretation produces the more convenient phenotype. Record the unresolved copy-number state or allele assignment, and determine in advance whether the analysis will classify that observation as indeterminate, use a prespecified set of compatible interpretations, or exclude it from a particular analysis. The choice and resulting denominator should be reported.

From Phenotype Categories to Model Variables

After translation, the analysis group must match the scientific question. A categorical predictor with \(K\) levels can be represented with indicator variables. If one level is chosen as the reference, the remaining \(K-1\) indicators compare each corresponding group with that reference. This encoding makes the model’s contrasts explicit; it does not change the underlying genotype classification.

$$ G_{ik} = \begin{cases} 1, & \text{if individual } i \text{ is in group } k,\\ 0, & \text{otherwise} \end{cases} $$

For example, a study might retain poor, reduced, and typical function as three groups and specify typical function as the reference. Alternatively, it might define one clinically motivated contrast in advance. Either way, state which translated categories enter each group and which group is the reference. A label such as “actionable genotype” is not an adequate variable definition unless its membership rule is given.

Worked Example: Keeping an Ambiguous Call Visible

In a hypothetical sample of 40 people, 18 have confirmed typical-function calls and 12 have confirmed reduced-function calls under a prespecified PGX-A mapping. Ten additional people have unresolved phase: their observed variants are compatible with either a typical-function or reduced-function diplotype, and the available data cannot distinguish the two. Calculate the confirmed typical-function proportion and give the range it could take if all unresolved calls were assigned consistently to one of the compatible categories.

Among all 40 people, the proportion confirmed as typical function is:

$$ \hat{p}_{\text{confirmed typical}} = \frac{18}{40} = 0.450 $$

This is the proportion with a confirmed typical-function call, not necessarily the proportion whose true translated phenotype is typical. If none of the 10 unresolved calls is typical, the total typical count is 18. If all 10 are typical, it is 28. Therefore, the compatible range for the overall typical-function proportion is:

$$ \frac{18}{40} \leq \hat{p}_{\text{typical}} \leq \frac{18+10}{40}, \qquad 0.450 \leq \hat{p}_{\text{typical}} \leq 0.700 $$

The unresolved calls should remain marked as unresolved in the data and reporting. The range is a transparent description of the possible group proportion under the stated compatibility information; it is not a confidence interval. If a primary analysis requires a single categorical value, the protocol should specify how unresolved calls are handled and report how many observations are affected.

Document Ambiguity and Preserve the Audit Trail

Ambiguity can arise at several stages: a variant may be unmeasured, a star-allele definition may match more than one allele, phase may be unknown, or copy number may be uncertain. These are not interchangeable problems. A useful translation record identifies the stage and the reason for uncertainty, so a later analyst can distinguish “not tested” from “tested but not resolved.”

1
Store the molecular call.
Retain the observed variants, allele notation, total copy number, and any available phase or structural-variant information.
2
Apply versioned annotations.
Use the stated allele-definition and function tables for the gene; record the versions and any gene-specific scoring rule.
3
Assign a phenotype only when supported.
Apply the stated mapping to a resolved genotype. Preserve an indeterminate or ambiguous status when the available call does not support one category.
4
Define analysis groups.
List the phenotype categories in each group, the reference group if applicable, and the handling rule for unresolved calls.

The distinction between “unknown” and “no function” is especially important. An unresolved genotype is not evidence of a null-function genotype. Likewise, a function category derived from a genotype does not prove a drug response for an individual. The translated variable represents the classification rule used in the analysis, while observed response remains an outcome measured under a particular treatment context.

Common Mistake: Treating the Phenotype Label as Self-Explanatory

A tempting but incorrect approach is to replace every molecular call with a phenotype label and discard the supporting information. The reasoning is that the label already summarizes the genotype, so the details are unnecessary. This can hide whether copy number was considered, whether phase was resolved, and which annotation version produced the label. It also makes reclassification difficult if a rule changes.

The correction is to retain the molecular call and the derived phenotype as separate variables, document the translation rules, and preserve uncertainty explicitly. Analysis groups should then be defined from those documented phenotypes. This keeps the statistical contrast interpretable and the classification auditable without implying that the group itself is a clinical recommendation.

Key takeaway: A reproducible pharmacogenomic analysis makes the full translation explicit: star-allele call, phase and copy number, functional annotation, phenotype mapping, and final analysis-group definition. If any link is uncertain, represent that uncertainty rather than silently forcing a category.

Check Your Understanding

Answer each question using the rules and distinctions in this tutorial.

  1. What information is added when a diplotype is supplemented with copy number and duplication assignment?
  2. Why must a phenotype mapping rule be specified for the gene rather than assumed to be the same for all pharmacogenes?
  3. Under an additive function-score rule, how would you calculate the score for three copies with values 1, 1, and 0.5?
  4. What is the difference between an ambiguous phase call and a confirmed zero-function call?
  5. What details should be reported when a predicted phenotype is converted into a categorical analysis variable?
Clinical Biostats