Alpha Diversity Metrics: How to Choose the Right One
Alpha diversity is all about the variety within a single sample. Think: how many different species are there (richness)? And how evenly are those species spread out (evenness)? There are a few ways to measure this, depending on what you’re looking for. Here’s a quick breakdown:
❓“I care about both how many species there are and how evenly they’re spread.”
➡ Use: Shannon Index
A balanced metric that considers both richness (how many) and evenness (how equal).
Great for comparing samples where one species might dominate more than others.
Assumes all species are represented and sampled randomly.
🧠 Takeaway: Shannon Index gives you a more complete picture. If your sample has 10 species but one of them makes up 90% of the total, the Shannon score will reflect that imbalance.
Best practice is to report p-values for all metrics (e.g., CHAO1 p=0.002, Shannon p=0.042, Simpson p=0.067). But if only plotting one metric in your paper, follow these guidlines:
Alpha diversity metrics can be statistically compared between groups using non-parametric tests such as:
Kruskal-Wallis Test: For comparing more than two groups.
Wilcoxon Rank-Sum Test (Mann-Whitney U): For comparing two groups.
These tests evaluate whether diversity metrics differ significantly between conditions. Always check assumptions and consider applying corrections for multiple testing.