single-cell/lineage-tracing/SKILL.md
Reconstruct cell lineage trees from CRISPR barcode tracing or mitochondrial mutations. Use when studying clonal dynamics, cell fate decisions, or developmental trajectories.
npx skillsauth add GPTomics/bioSkills bio-single-cell-lineage-tracingInstall this skill globally with one command. Works with Claude Code, Cursor, and Windsurf.
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Reference examples tested with: Cassiopeia 2.0+, matplotlib 3.8+, numpy 1.26+, scanpy 1.10+
Before using code patterns, verify installed versions match. If versions differ:
pip show <package> then help(module.function) to check signaturesIf code throws ImportError, AttributeError, or TypeError, introspect the installed package and adapt the example to match the actual API rather than retrying.
"Reconstruct cell lineage trees from CRISPR barcodes" -> Build phylogenetic trees of cell relationships from lineage barcode mutations to study clonal dynamics and cell fate decisions.
cassiopeia.tl.ILPSolver(cas_tree) or GreedySolver for tree reconstructionGoal: Reconstruct a cell lineage tree from CRISPR barcode character matrices to reveal clonal relationships among single cells.
Approach: Load a character matrix (cells x barcode sites with mutation states), create a CassiopeiaTree object, then solve with a greedy or ILP maximum parsimony solver.
import cassiopeia as cas
import numpy as np
# Load character matrix (cells x barcode sites)
# Values: mutation states at each editing site
# -1 = missing, 0 = unedited, 1+ = mutation states
tree = cas.data.CassiopeiaTree(
character_matrix=char_matrix,
cell_meta=cell_metadata
)
# Check data quality
print(f'Cells: {tree.n_cell}')
print(f'Characters: {tree.n_character}')
print(f'Missing fraction: {(char_matrix == -1).mean():.2%}')
# Reconstruct tree with greedy solver
solver = cas.solver.VanillaGreedySolver()
solver.solve(tree)
# Alternative: maximum parsimony
solver = cas.solver.ILPSolver()
solver.solve(tree, convergence_time_limit=600)
# Hybrid approach: greedy for large trees, ILP refinement
solver = cas.solver.HybridSolver(
top_solver=cas.solver.VanillaGreedySolver(),
bottom_solver=cas.solver.ILPSolver(),
cell_cutoff=200
)
solver.solve(tree)
# Neighbor-joining for comparison
nj_solver = cas.solver.NeighborJoiningSolver(
dissimilarity_function=cas.solver.dissimilarity_functions.weighted_hamming_distance
)
nj_solver.solve(tree)
# Parse barcode sequences from alignment
barcodes = cas.pp.call_alleles(
alignment_file='aligned_barcodes.bam',
reference='barcode_reference.fa',
min_base_quality=20,
min_read_quality=10
)
# Filter low-quality calls
barcodes = cas.pp.filter_cells(barcodes, min_umi_per_cell=10)
barcodes = cas.pp.filter_alleles(barcodes, min_cells_per_allele=3)
# Build character matrix
char_matrix = cas.pp.convert_alleles_to_character_matrix(
barcodes,
missing_state_indicator=-1
)
# Assess barcode diversity
n_states = (char_matrix > 0).sum(axis=0)
print(f'Mean states per site: {n_states.mean():.1f}')
# Filter uninformative characters
informative = (char_matrix > 0).sum(axis=0) > 1
char_matrix = char_matrix[:, informative]
# Missing data analysis
missing_per_cell = (char_matrix == -1).mean(axis=1)
missing_per_site = (char_matrix == -1).mean(axis=0)
# Remove cells with too much missing data
keep_cells = missing_per_cell < 0.5
char_matrix = char_matrix[keep_cells]
Goal: Infer cell fate transition maps and clonal dynamics from time-series lineage tracing data.
Approach: Load lineage-traced AnnData with clone annotations, compute a transition map using intraclone smoothing, then estimate fate probabilities from source to sink populations.
import cospar as cs
adata = cs.read_h5ad('lineage_traced.h5ad')
# Clone information in obs
# 'clone_id' or 'barcode' column required
# Infer transition map
cs.tl.infer_Tmap(
adata,
smooth_array=[15, 10, 5],
intraclone_threshold=0.2,
neighbor_method='embedding'
)
# Visualize clonal structure
cs.pl.clonal_embedding(adata, color='clone_id')
# Fate probabilities from source to sink
cs.tl.fate_map(
adata,
source='HSC',
sink='Monocyte',
method='norm-sum'
)
# Plot fate map
cs.pl.fate_map(adata, source='HSC')
# Fate coupling between cell types
cs.tl.fate_coupling(adata, source='HSC')
cs.pl.fate_coupling(adata, source='HSC')
# Transition probabilities over time
cs.tl.transition_map(adata, time_key='day')
cs.pl.transition_map(adata)
# Clone size dynamics
cs.tl.clone_size(adata, time_key='day')
cs.pl.clone_size(adata)
# Use mtDNA mutations as natural barcodes
# No engineering required, works on any scRNA-seq
import mito_utils as mu
# Call mtDNA variants from scRNA-seq BAM
variants = mu.call_variants(
adata,
bam_path='possorted_genome_bam.bam',
min_cell_quality=0.9,
min_coverage=10
)
# Filter variants by quality
variants = mu.filter_variants(
variants,
min_cells=10,
max_af=0.9,
min_af=0.01
)
# Build distance matrix
distances = mu.compute_distances(variants, method='jaccard')
# Infer tree
tree = mu.build_tree(distances, method='nj')
# For LARRY lentiviral barcoding
import larry
# Parse LARRY barcodes from FASTQ
barcodes = larry.parse_barcodes(
r1='barcodes_R1.fastq.gz',
r2='barcodes_R2.fastq.gz',
whitelist='cell_barcodes.txt'
)
# Match to expression data
adata.obs['clone_id'] = barcodes.loc[adata.obs_names, 'clone_id']
# Clone analysis
clone_sizes = adata.obs['clone_id'].value_counts()
print(f'Number of clones: {len(clone_sizes)}')
print(f'Median clone size: {clone_sizes.median():.0f}')
# Plot tree with cell type colors
cas.pl.local.plot_matplotlib(
tree,
meta_data=['cell_type'],
clade_colors=cell_type_colors,
orient='down',
figsize=(15, 10)
)
# Interactive tree with itol
cas.pl.local.export_to_itol(tree, 'tree_for_itol.txt')
# ETE3 visualization
cas.pl.local.plot_ete3(
tree,
meta_data='cell_type',
show_internal=False
)
# Robinson-Foulds distance between trees
from cassiopeia.critique import compare
rf_distance = compare.robinson_foulds(tree1, tree2)
# Triplet accuracy
triplet_acc = compare.triplets_correct(tree, ground_truth_tree)
# Bootstrap support
bootstrapped_trees = cas.solver.bootstrap(
tree,
solver=solver,
n_replicates=100
)
support = cas.critique.bootstrap_support(tree, bootstrapped_trees)
import scanpy as sc
# Match tree leaves to expression data
common_cells = set(tree.leaves).intersection(adata.obs_names)
adata_matched = adata[list(common_cells)]
tree_matched = tree.copy()
tree_matched.subset_leaves(list(common_cells))
# Add tree distances to adata
for i, cell in enumerate(adata_matched.obs_names):
for j, cell2 in enumerate(adata_matched.obs_names):
if i < j:
dist = tree_matched.get_distance(cell, cell2)
# Store in obsp sparse matrix
# Correlate clonal relatedness with transcriptomic similarity
# Find expanded clones
clone_sizes = adata.obs['clone_id'].value_counts()
expanded = clone_sizes[clone_sizes > 10].index
# Differential expression: expanded vs non-expanded
sc.tl.rank_genes_groups(
adata,
groupby='is_expanded',
method='wilcoxon'
)
# Clone-specific signatures
for clone in expanded[:5]:
clone_cells = adata[adata.obs['clone_id'] == clone]
sc.tl.score_genes(clone_cells, gene_list=signature_genes)
| Metric | Description | Typical Range | |--------|-------------|---------------| | Tree depth | Max root-to-leaf distance | 10-50 | | Balance (Colless) | Tree asymmetry | 0-1 | | Sackin index | Sum of root-leaf depths | Varies | | Gamma statistic | Tempo of diversification | -3 to 3 |
tools
--- name: bio-phasing-imputation-foundations description: Frames the phasing/imputation pipeline before any tool runs: phasing and imputation are one Li-Stephens copying HMM (recombination is the transition, mutation the emission, the genetic map and Ne set the rates), imputation's honest output is a dosage with a self-estimated quality (INFO/R2/DR2) not a hard genotype, and the stages are ordered and each fails silently (QC, align build and strand to the panel, phase, impute per chromosome, fil
tools
Chooses the enrichment generation before any tool runs, mapping the input shape to a method class - a pre-selected gene list plus a background to over-representation analysis (ORA, hypergeometric), a ranked statistic for all genes to gene set enrichment (GSEA), a signed signaling topology to pathway-topology (SPIA) - then making the null explicit (competitive vs self-contained, gene vs subject sampling) and running a trustworthiness checklist (testable-gene universe, FDR, redundancy collapse, leading-edge check, version reporting). Covers why every clusterProfiler GSEA is the inter-gene-correlation-uncorrected competitive null, why the background not the gene list decides ORA significance, and why no method is universally best. Use when deciding ORA vs GSEA vs topology, which gene-set DB, whether a result is trustworthy, or which null a tool computes. For ORA see go-enrichment, GSEA see gsea, databases kegg-pathways/reactome-pathways/wikipathways; the ranking comes from differential-expression/de-results.
testing
End-to-end GWAS workflow from VCF to association results. Covers PLINK QC, population structure correction, and association testing for case-control or quantitative traits. Use when running genome-wide association studies.
development
Orchestrates the full path from differential expression results to redundancy-collapsed functional enrichment: choose ORA vs GSEA, convert gene IDs per method, run enrichGO/enrichKEGG/enrichPathway/enrichWP or gseGO/gseKEGG (clusterProfiler, ReactomePA, rWikiPathways), and visualize. Routes the ORA-vs-GSEA generation fork and the null/universe/reproducibility theory to pathway-analysis/enrichment-foundations. Use when a DESeq2/edgeR/limma result must become enriched GO terms, KEGG/Reactome/WikiPathways pathways, or a GSEA leading edge; when deciding whether a ranking exists for all genes (GSEA, named decreasing vector) or only a pre-selected list (ORA plus a defensible background universe); or when assembling DE-to-pathway end to end. The DE list and ranking statistic come from differential-expression/de-results; per-method nuance lives in the pathway-analysis skills.