
The Lost Love Songs of Boysie Singh
The Lost Love Songs of Boysie Singh by Ingrid Persaud is one of 2026's most credible books, appearing on 1 of the year's most respected lists, including The Guardian, for a Consensus Score of 13 out of 100.
Appears on these lists
Our take
AI-draftedPersaud builds her second novel around four women — Rosie, Popo, Mana Lala, and Doris — whose lives orbit the real-life 1950s Trinidadian gangster of the title, using each woman's distinct vernacular voice to keep the men-behind-the-myth structure from flattening into one register. Critics credited the novel's atmosphere and its refusal to romanticize the women's proximity to Singh's violence, praising the specificity of place and shifting patois as real achievements. But more than one review found the four-part structure works against the book at length: without a tighter throughline across 500-plus pages, incidents accumulate rather than build, so a novel rich in individual scenes and social texture never quite resolves into a single satisfying arc.
In the press
“colourful tale of a real-life Trinidad gangster never adds up to the sum of its parts”
The Irish Times“Persaud has a knack for finding the sublime in the ordinary”
Sara Collins, The Guardian
How the Consensus Score is calculated
Our Consensus Score is our own transparent editorial metric — not a user rating. It weighs each list by the credibility of its source, how recent the listing is, and any award status. Here is the full breakdown.
| Source | Authority | Recency | Award | Contribution |
|---|---|---|---|---|
| The Guardian | 0.85 | 0.70 | 1.00× | 0.59 |
| Weighted sum → Score | 0.59 → 13 | |||
Similar consensus books
Because they appear on some of the same lists.
Frequently asked
What lists is The Lost Love Songs of Boysie Singh on?
The Lost Love Songs of Boysie Singh appears on 1 list in our 2026 corpus, including The Guardian.
What is its Consensus Score?
The Lost Love Songs of Boysie Singh has a Consensus Score of 13 out of 100, our transparent editorial measure of how many credible lists agree on it.



