| Title: | Clone Identification from Single Cell Data |
|---|---|
| Description: | Methods to infer clonal tree configuration for a population of cells using single-cell RNA-seq data (scRNA-seq), and possibly other data modalities. Methods are also provided to assign cells to inferred clones and explore differences in gene expression between clones. These methods can flexibly integrate information from imperfect clonal trees inferred based on bulk exome-seq data, and sparse variant alleles expressed in scRNA-seq data. A flexible beta-binomial error model that accounts for stochastic dropout events as well as systematic allelic imbalance is used. |
| Authors: | Jeffrey Pullin [aut], Yuanhua Huang [aut], Davis McCarthy [aut, cre] |
| Maintainer: | Davis McCarthy <[email protected]> |
| License: | GPL-3 |
| Version: | 1.9.0 |
| Built: | 2024-10-31 05:57:36 UTC |
| Source: | https://github.com/bioc/cardelino |
This matrix contains read numbers of alternative alleles for 34 somatic variants across 428 cells, from one example scRNA-seq sample
example_donorexample_donor
a matrix of float
NULL, but makes available a matrix
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
This matrix contains read numbers of alternative alleles for 34 germline variants (near the somatic variants) across 428 cells, from one example scRNA-seq sample
example_donorexample_donor
a matrix of float
NULL, but makes available a matrix
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
Assign cells to clones from cardelino results
assign_cells_to_clones(prob_mat, threshold = 0.5)assign_cells_to_clones(prob_mat, threshold = 0.5)
prob_mat |
numeric matrix (cells x clones) of clone posterior
probabilities as output by |
threshold |
numeric(1), posterior probability threshold for cell-clone assignment: if posterior probability is above threshold, assign cell to clone, otherwise leave cell "unassigned" |
a data.frame with cell ID, assigned clone label and maximum
posterior probability across clones.
Davis McCarthy
data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z, inference = "EM") df <- assign_cells_to_clones(assignments$prob) head(df) table(df$clone)data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z, inference = "EM") df <- assign_cells_to_clones(assignments$prob) head(df) table(df$clone)
Scoring the simulation in assignment of singlets and doublets
assign_scores(prob, I_sim, cutoff = seq(0, 1, 0.001))assign_scores(prob, I_sim, cutoff = seq(0, 1, 0.001))
prob |
Probability matrix for each cell to each component |
I_sim |
The true identity of assignment from simulation |
cutoff |
A list of cutoffs from 0 to 1 |
A list with components: df_sg, the recall/precision data.frame
calculated by multiPRC(), AUC_sg, the AUC calculated by
multiPRC(), df_db, the recall/precision data.frame calculated by
binaryPRC() and AUC_db the AUC calculated by binaryPRC().
Note that multiPRC() is run on a multiclass version of the problem
and binaryPRC is run on a binarised version of the problem.
Precision-recall curve for binary label prediction
binaryPRC( scores, labels, cutoff = NULL, cut_direction = ">=", add_cut1 = FALSE, empty_precision = 1 )binaryPRC( scores, labels, cutoff = NULL, cut_direction = ">=", add_cut1 = FALSE, empty_precision = 1 )
scores |
Prediction score for each sample |
labels |
True labels for each sample, e.g., from simulation |
cutoff |
A vector of cutoffs; if NULL use all unique scores |
cut_direction |
A string to compare with cutoff: >=, >, <=, < |
add_cut1 |
Logical value; if True, manually add a cutoff of 1 |
empty_precision |
Float value for default precision if no any recall |
A data.frame containing recall and precision values at various cutoffs.
scores <- 1:10 labels <- c(0, 0, 0, 1, 0, 1, 0, 1, 1, 1) binaryPRC(scores, labels) # Extra arguments. binaryPRC(scores, labels, cutoff = seq(1, 10, by = 2)) binaryPRC(scores, labels, cut_direction = ">") binaryPRC(scores, labels, add_cut1 = TRUE)scores <- 1:10 labels <- c(0, 0, 0, 1, 0, 1, 0, 1, 1, 1) binaryPRC(scores, labels) # Extra arguments. binaryPRC(scores, labels, cutoff = seq(1, 10, by = 2)) binaryPRC(scores, labels, cut_direction = ">") binaryPRC(scores, labels, add_cut1 = TRUE)
ROC curve for binary label prediction
binaryROC( scores, labels, cutoff = NULL, cut_direction = ">=", add_cut1 = TRUE, cutoff_point = 0.9 )binaryROC( scores, labels, cutoff = NULL, cut_direction = ">=", add_cut1 = TRUE, cutoff_point = 0.9 )
scores |
Prediction score for each sample |
labels |
True labels for each sample, e.g., from simulation |
cutoff |
A vector of cutoffs; if NULL use all unique scores |
cut_direction |
A string to compare with cutoff: >=, >, <=, < |
add_cut1 |
Logical value; if True, manually add a cutoff of 1 |
cutoff_point |
Numeric value; additional cutoff value |
A data.frame containing AUC and AUPRC at various cutoffs.
scores <- 1:10 labels <- c(0, 0, 0, 1, 0, 1, 0, 1, 1, 1) binaryROC(scores, labels) # Extra arguments. binaryROC(scores, labels, cutoff = seq(1, 10, by = 2)) binaryROC(scores, labels, cut_direction = ">") binaryROC(scores, labels, add_cut1 = TRUE)scores <- 1:10 labels <- c(0, 0, 0, 1, 0, 1, 0, 1, 1, 1) binaryROC(scores, labels) # Extra arguments. binaryROC(scores, labels, cutoff = seq(1, 10, by = 2)) binaryROC(scores, labels, cut_direction = ">") binaryROC(scores, labels, add_cut1 = TRUE)
Infer clonal identity of single cells
Assign cells to clones using an EM algorithm
Assign cells to clones using a Gibbs sampling algorithm
clone_id( A, D, Config = NULL, n_clone = NULL, Psi = NULL, relax_Config = TRUE, relax_rate_fixed = NULL, inference = "sampling", n_chain = 1, n_proc = 1, verbose = TRUE, ... ) clone_id_EM( A, D, Config, Psi = NULL, min_iter = 10, max_iter = 1000, logLik_threshold = 1e-05, verbose = TRUE ) clone_id_Gibbs( A, D, Config, Psi = NULL, relax_Config = TRUE, relax_rate_fixed = NULL, relax_rate_prior = c(1, 9), keep_base_clone = TRUE, prior0 = c(0.2, 99.8), prior1 = c(0.45, 0.55), min_iter = 5000, max_iter = 20000, buin_frac = 0.5, wise = "variant", relabel = FALSE, verbose = TRUE )clone_id( A, D, Config = NULL, n_clone = NULL, Psi = NULL, relax_Config = TRUE, relax_rate_fixed = NULL, inference = "sampling", n_chain = 1, n_proc = 1, verbose = TRUE, ... ) clone_id_EM( A, D, Config, Psi = NULL, min_iter = 10, max_iter = 1000, logLik_threshold = 1e-05, verbose = TRUE ) clone_id_Gibbs( A, D, Config, Psi = NULL, relax_Config = TRUE, relax_rate_fixed = NULL, relax_rate_prior = c(1, 9), keep_base_clone = TRUE, prior0 = c(0.2, 99.8), prior1 = c(0.45, 0.55), min_iter = 5000, max_iter = 20000, buin_frac = 0.5, wise = "variant", relabel = FALSE, verbose = TRUE )
A |
variant x cell matrix of integers; number of alternative allele reads in variant i cell j |
D |
variant x cell matrix of integers; number of total reads covering variant i cell j |
Config |
variant x clone matrix of binary values. The clone-variant configuration, which encodes the phylogenetic tree structure. This is the output Z of Canopy |
n_clone |
integer(1), the number of clone to reconstruct. This is in use only if Config is NULL |
Psi |
A vector of float. The fractions of each clone, output P of Canopy |
relax_Config |
logical(1), If TRUE, relaxing the Clone Configuration by changing it from fixed value to act as a prior Config with a relax rate. |
relax_rate_fixed |
numeric(1), If the value is between 0 to 1, the relax rate will be set as a fix value during updating clone Config. If NULL, the relax rate will be learned automatically with relax_rate_prior. |
inference |
character(1), the method to use for inference, either "sampling" to use Gibbs sampling (default) or "EM" to use expectation-maximization (faster) |
n_chain |
integer(1), the number of chains to run, which will be averaged as an output result |
n_proc |
integer(1), the number of processors to use. This parallel computing can largely reduce time when using multiple chains |
verbose |
logical(1), should the function output verbose information as it runs? |
... |
arguments passed to |
min_iter |
A integer. The minimum number of iterations in the Gibbs sampling. The real iteration may be longer until the convergence. |
max_iter |
A integer. The maximum number of iterations in the Gibbs sampling, even haven't passed the convergence diagnosis |
logLik_threshold |
A float. The threshold of logLikelihood increase for detecting convergence. |
relax_rate_prior |
numeric(2), the two parameters of beta prior distribution of the relax rate for relaxing the clone Configuration. This mode is used when relax_relax is NULL. |
keep_base_clone |
bool(1), if TRUE, keep the base clone of Config to its input values when relax mode is used. |
prior0 |
numeric(2), alpha and beta parameters for the Beta prior distribution on the inferred false positive rate. |
prior1 |
numeric(2), alpha and beta parameters for the Beta prior distribution on the inferred (1 - false negative) rate. |
buin_frac |
numeric(1), the fraction of chain as burn-in period |
wise |
A string, the wise of parameters for theta1: global, variant, element. |
relabel |
bool(1), if TRUE, relabel the samples of both Config and prob during the Gibbs sampling. |
The two Bernoulli components correspond to false positive and false negative rates. The two binomial components correspond to the read distributions with and without the mutation present.
If inference method is "EM", a list containing theta, a vector of
two floats denoting the parameters of the two components of the base model,
i.e., mean of Bernoulli or binomial model given variant exists or not,
prob, the matrix of posterior probabilities of each cell belonging to
each clone with fitted parameters, and logLik, the log likelihood of
the final parameters.
If inference method is "sampling", a list containing: theta0, the mean
of sampled false positive parameter values; theta1 the mean of sampled
(1 - false negative rate) parameter values; theta0_all, all sampled
false positive parameter values; theta1_all, all sampled (1 - false
negative rate) parameter values; element; logLik_all,
log-likelihood for model for all sampled parameter sets; prob_all;
prob, matrix with mean of sampled cell-clone assignment posterior
probabilities (the key output of the model); prob_variant.
a list containing theta, a vector of two floats denoting the
binomial rates given variant exists or not, prob, the matrix of
posterior probabilities of each cell belonging to each clone with fitted
parameters, and logLik, the log likelihood of the final parameters.
Yuanhua Huang and Davis McCarthy
Yuanhua Huang
data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z, min_iter = 800, max_iter = 1200 ) prob_heatmap(assignments$prob) assignments_EM <- clone_id(A_clone, D_clone, Config = tree$Z, inference = "EM" ) prob_heatmap(assignments_EM$prob)data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z, min_iter = 800, max_iter = 1200 ) prob_heatmap(assignments$prob) assignments_EM <- clone_id(A_clone, D_clone, Config = tree$Z, inference = "EM" ) prob_heatmap(assignments_EM$prob)
Column match between two matrices by minimum mean absolute difference
colMatch(A, B, force = FALSE)colMatch(A, B, force = FALSE)
A |
The first matrix which will be matched |
B |
The second matrix, the return index will be used on |
force |
bool(1), If TRUE, force traversing all permutations of B to find the optimised match to A with computing cost of O(n!). Otherwise, use greedy search with computing cost of O(n^2). |
idx, the column index of B to be matched to A
matA <- matrix(sample(seq(12)), nrow = 3) col_idx <- sample(4) matB <- matA[, col_idx] colMatch(matB, matA)matA <- matrix(sample(seq(12)), nrow = 3) col_idx <- sample(4) matB <- matA[, col_idx] colMatch(matB, matA)
This list of tree configuration between 3 clones to 10 clones, each element is a list with all possible tree matrix
config_allconfig_all
a list of list of matrix
NULL, but makes available a list
Yuanhua Huang, Davis McCarthy, 2018-06-25
PASTRI Python package
This matrix contains sequencing depths for 34 somatic variants across 428 cells, from one example scRNA-seq sample
example_donorexample_donor
a matrix of float
NULL, but makes available a matrix
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
This matrix contains sequencing depths for 34 germline variants (near the somatic variants) across 428 cells, from one example scRNA-seq sample
example_donorexample_donor
a matrix of float
NULL, but makes available a matrix
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
This matrix contains sequencing depths for 439 somatic variants across 151 cells, from one particular scRNA-seq sample, can be used to generate sequencing depths
simulation_inputsimulation_input
a matrix of float
NULL, but makes available a matrix
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
Deviance Information Criterion for cardelino model
devianceIC(logLik_all, logLik_post)devianceIC(logLik_all, logLik_post)
logLik_all |
A vector of numeric; the log likelihood of posterior sample, i.e., posterior samples of deviance |
logLik_post |
numeric(1); the log likelihood of mean posterior parameters, i.e., deviance of posterior means |
DIC, a float of deviance information criterion
Yuanhua Huang
Reads simulator for donor identification
donor_read_simulator( GT, D_seed, sample_variants = FALSE, donor_size = NULL, beta_shapes = NULL, n_cell = 5000, doublet_rate = NULL )donor_read_simulator( GT, D_seed, sample_variants = FALSE, donor_size = NULL, beta_shapes = NULL, n_cell = 5000, doublet_rate = NULL )
GT |
Variant-by-donor matrix for genotypes |
D_seed |
Variant-by-cell matrix for read coverage for generating depth, which be row sample and column sample both with replacement |
sample_variants |
logical(1), if TRUE, sample variants with replacement to the same size, otherwise not |
donor_size |
Vector of float for the fractions of each donor; default NULL means uniform |
beta_shapes |
A 3-by-2 matrix of beta parameters for genotypes: 0, 1, and 2; default NULL means matrix(c(0.2, 0.5, 99.8, 99.8, 0.5, 0.2), nrow = 3) |
n_cell |
An integer for number of total cells |
doublet_rate |
A float from 0 to 1 for doublet rate; default NULL means rate n_cell / 100000 |
A list of various components of the simulated dataset.
Log likelihood of clone_id model It returns P(A, D | C, I, theta0, theta1)
get_logLik(A1, B1, Config, Assign, theta0, theta1)get_logLik(A1, B1, Config, Assign, theta0, theta1)
A1 |
variant x cell matrix of integers; number of alternative allele reads in variant i cell j |
B1 |
variant x cell matrix of integers; number of reference allele reads in variant i cell j |
Config |
variant x clone matrix of float values. The clone-variant configuration probability, averaged by posterior samples |
Assign |
cells x clone matrix of float values. The cell-clone assignment probability, averaged by posterior samples |
theta0 |
the binomial rate for alternative allele from config = 0 |
theta1 |
the binomial rate for alternative allele from config = 1 |
logLik, a float of log likelihood
Yuanhua Huang
Get SNP data matrices from VCF object(s)
get_snp_matrices(vcf_cell, vcf_donor = NULL, verbose = TRUE, donors = NULL)get_snp_matrices(vcf_cell, vcf_donor = NULL, verbose = TRUE, donors = NULL)
vcf_cell |
a |
vcf_donor |
an optional |
verbose |
logical(1), should the function output verbose information as it runs? |
donors |
optional character vector providing a set of donors to use, by
subsetting the donors present in the |
a list containing
A, a matrix of integers. Number of alteration reads in SNP i cell j.
D, a matrix of integers. Number of reads depth in SNP i cell j.
R, a matrix of integers. Number of reference reads in SNP i cell j.
GT_cells, a matrix of integers for genotypes. The cell-SNP
configuration.
GT_donors, a matrix of integers for genotypes. The donor-SNP
configuration.
vcf_cell <- read_vcf(system.file("extdata", "cells.donorid.vcf.gz", package = "cardelino")) vcf_donor <- read_vcf(system.file("extdata", "donors.donorid.vcf.gz", package = "cardelino")) snp_data <- get_snp_matrices(vcf_cell, vcf_donor)vcf_cell <- read_vcf(system.file("extdata", "cells.donorid.vcf.gz", package = "cardelino")) vcf_donor <- read_vcf(system.file("extdata", "donors.donorid.vcf.gz", package = "cardelino")) snp_data <- get_snp_matrices(vcf_cell, vcf_donor)
Get a clonal tree from a configuration matrix
get_tree(Config, P = NULL, strictness = "lax")get_tree(Config, P = NULL, strictness = "lax")
Config |
variant x clone matrix of binary values. The clone-variant configuration, which encodes the phylogenetic tree structure. This is the output Z of Canopy |
P |
a one-column numeric matrix encoding the (observed or estimated) prevalence (or frequency) of each clone |
strictness |
character(1), a character string defining the strictness of
the function if there are all-zero rows in the Config matrix. If |
Output tree may be nonsensical if the input Config matrix does not
define a coherent tree structure.
An object of class "phylo" describing the tree structure. The output object
also contains an element "sna" defining the clustering of variants onto the
branches of the tree, and if P is non-null it also contains VAF
(variant allele frequency), CCF (cell clone fraction) and clone prevalence
values (computed from the supplied P argument).
Davis McCarthy
Configk3 <- matrix(c( rep(0, 15), rep(1, 8), rep(0, 7), rep(1, 5), rep(0, 3), rep(1, 7) ), ncol = 3) tree_k3 <- get_tree(Config = Configk3, P = matrix(rep(1 / 3, 3), ncol = 1)) plot_tree(tree_k3)Configk3 <- matrix(c( rep(0, 15), rep(1, 8), rep(0, 7), rep(1, 5), rep(0, 3), rep(1, 7) ), ncol = 3) tree_k3 <- get_tree(Config = Configk3, P = matrix(rep(1 / 3, 3), ncol = 1)) plot_tree(tree_k3)
Geweke diagnostic for MCMC sampling.
Geweke_Z(X, first = 0.1, last = 0.5)Geweke_Z(X, first = 0.1, last = 0.5)
X |
A matrix of MCMC samples for N samples per K variables |
first |
A float between 0 and 1. The initial region of MCMC chain. |
last |
A float between 0 and 1. The final region of MCMC chain. |
Z, a vector of absolute value of Z scores for each variable.
When |Z| <= 2, the sampling could be taken as converged.
Yuanhua Huang
Plot heatmap from a matrix
heat_matrix(mat, base_size = 12, digits = 2, show_value = FALSE)heat_matrix(mat, base_size = 12, digits = 2, show_value = FALSE)
mat |
A matrix to show, column by x-axis and row by y-axis |
base_size |
Numeric value for the base size in theme_bw |
digits |
Integer value for the number of digits to show |
show_value |
Logical value for showing the value for each element or not |
A ggplot heatmap visualization of the passed matrix.
mat <- matrix(rnorm(9), ncol = 3, nrow = 3) + diag(rnorm(3, 2, 0.1)) rownames(mat) <- paste0("sample_", letters[1:3]) colnames(mat) <- paste0("var_", 1:3) heat_matrix(mat) # Additional arguments. heat_matrix(mat, base_size = 6) heat_matrix(mat, show_value = TRUE) heat_matrix(mat, show_value = TRUE, digits = 4)mat <- matrix(rnorm(9), ncol = 3, nrow = 3) + diag(rnorm(3, 2, 0.1)) rownames(mat) <- paste0("sample_", letters[1:3]) colnames(mat) <- paste0("var_", 1:3) heat_matrix(mat) # Additional arguments. heat_matrix(mat, base_size = 6) heat_matrix(mat, show_value = TRUE) heat_matrix(mat, show_value = TRUE, digits = 4)
The theme of heatmaps for prob_heatmap and sites_heatmap
heatmap.theme(legend.position = "bottom", size = 12)heatmap.theme(legend.position = "bottom", size = 12)
legend.position |
character, describes where to place legend on plot
(passed to |
size |
numeric, base font size for plot (passed to
|
a ggplot theme based on theme_gray
Load sparse matrices A and D from cellSNP VCF file with filtering SNPs
load_cellSNP_vcf( vcf_file, min_count = 0, min_MAF = 0, max_other_allele = NULL, rowname_format = "full", keep_GL = FALSE )load_cellSNP_vcf( vcf_file, min_count = 0, min_MAF = 0, max_other_allele = NULL, rowname_format = "full", keep_GL = FALSE )
vcf_file |
character(1), path to VCF file generated from cellSNP |
min_count |
minimum count across all cells, e.g., 20 |
min_MAF |
minimum minor allele fraction, e.g., 0.1 |
max_other_allele |
maximum ratio of other alleles comparing to REF and ALT alleles; for cellSNP vcf, we recommend 0.05 |
rowname_format |
the format of rowname: NULL is the default from vcfR, short is CHROM_POS, and full is CHROM_POS_REF_ALT |
keep_GL |
logical(1), if TRUE, check if GL (genotype probability) exists it will be returned |
A list with elements the matrices A and D and GL, the genotype probability. If keep_GL is false the GL element will be an empty list.
vcf_file <- system.file("extdata", "cellSNP.cells.vcf.gz", package = "cardelino" ) input_data <- load_cellSNP_vcf(vcf_file)vcf_file <- system.file("extdata", "cellSNP.cells.vcf.gz", package = "cardelino" ) input_data <- load_cellSNP_vcf(vcf_file)
Note, the genotype VCF can be very big for whole genome. It would be more efficient to only keep the wanted variants and samples. bcftools does such jobs nicely.
load_GT_vcf(vcf_file, rowname_format = "full", na.rm = TRUE, keep_GP = TRUE)load_GT_vcf(vcf_file, rowname_format = "full", na.rm = TRUE, keep_GP = TRUE)
vcf_file |
character(1), path to VCF file for donor genotypes |
rowname_format |
the format of rowname: NULL is the default from vcfR, short is CHROM_POS, and full is CHROM_POS_REF_ALT |
na.rm |
logical(1), if TRUE, remove the variants with NA values |
keep_GP |
logical(1), if TRUE, check if GP (genotype probability) exists it will be returned |
A list representing the loaded genotype information with two
components: GT, the usual numeric representation of genotype and GP the
genotype probabilities. Note that if keep_GP is false the GP
component will be NULL.
vcf_file <- system.file("extdata", "cellSNP.cells.vcf.gz", package = "cardelino" ) GT_dat <- load_GT_vcf(vcf_file, na.rm = FALSE)vcf_file <- system.file("extdata", "cellSNP.cells.vcf.gz", package = "cardelino" ) GT_dat <- load_GT_vcf(vcf_file, na.rm = FALSE)
EM algorithm for estimating binomial mixture model
mixBinom( k, n, n_components = 2, p_init = NULL, learn_p = TRUE, min_iter = 10, max_iter = 1000, logLik_threshold = 1e-05 )mixBinom( k, n, n_components = 2, p_init = NULL, learn_p = TRUE, min_iter = 10, max_iter = 1000, logLik_threshold = 1e-05 )
k |
A vector of integers. number of success |
n |
A vector of integers. number of trials |
n_components |
A number. number of components |
p_init |
A vector of floats with length n_components, the initial value of p |
learn_p |
bool(1) or a vector of bool, whether learn each p |
min_iter |
integer(1). number of minimum iterations |
max_iter |
integer(1). number of maximum iterations |
logLik_threshold |
A float. The threshold of logLikelihood increase for detecting convergence |
a list containing p, a vector of floats between 0 and 1
giving the estimated success probability for each component, psi,
estimated fraction of each component in the mixture, and prob, the
matrix of fitted probabilities of each observation belonging to each
component.
n1 <- array(sample(1:30, 50, replace = TRUE)) n2 <- array(sample(1:30, 200, replace = TRUE)) k1 <- apply(n1, 1, rbinom, n = 1, p = 0.5) k2 <- apply(n2, 1, rbinom, n = 1, p = 0.01) RV <- mixBinom(c(k1, k2), c(n1, n2))n1 <- array(sample(1:30, 50, replace = TRUE)) n2 <- array(sample(1:30, 200, replace = TRUE)) k1 <- apply(n1, 1, rbinom, n = 1, p = 0.5) k2 <- apply(n2, 1, rbinom, n = 1, p = 0.01) RV <- mixBinom(c(k1, k2), c(n1, n2))
Convert a matrix to data frame
mtx_to_df(X)mtx_to_df(X)
X |
A matrix of values |
A data.frame version of the passed matrix.
mtx_to_df(matrix(seq(12), nrow = 3))mtx_to_df(matrix(seq(12), nrow = 3))
Precision-recall curve for multi-class prediction
multiPRC( prob_mat, simu_mat, marginal_mode = "best", cutoff = NULL, multiLabel.rm = TRUE, add_cut1 = FALSE )multiPRC( prob_mat, simu_mat, marginal_mode = "best", cutoff = NULL, multiLabel.rm = TRUE, add_cut1 = FALSE )
prob_mat |
Probability matrix for each cell to each component |
simu_mat |
The true identity of assignment from simulation |
marginal_mode |
A string for the mode to marginalize the column: best, second, or delta |
cutoff |
A list of cutoff; if NULL use all unique scores |
multiLabel.rm |
Logical value; if True, remove the samples with multiple labels |
add_cut1 |
Logical value; if True, manually add a cutoff of 1 |
A list with two components: df, a data.frame containing precision and recall values at various cutoffs and AUC, the overall AUC.
Define a publication-style plot theme
plot_config_diffs(Config1, Config2, show_variant_names = FALSE)plot_config_diffs(Config1, Config2, show_variant_names = FALSE)
Config1 |
variant by clone matrix defining the first clonal structure |
Config2 |
variant by clone matrix defining the second clonal structure |
show_variant_names |
logical(1), should the variant names (rownames of
Config matrices) be shown on the plot? Default is |
a ggplot heatmap style plot showing the differences between the two Config matrices, specifically the differences Config1 - Config2.
Config1 <- matrix(c( rep(0, 15), rep(1, 8), rep(0, 7), rep(1, 5), rep(0, 3), rep(1, 7) ), ncol = 3) Config2 <- matrix(c( rep(0, 15), rep(1, 8), rep(1, 7), rep(0, 5), rep(1, 3), rep(1, 7) ), ncol = 3) rownames(Config1) <- rownames(Config2) <- paste0("var", 1:nrow(Config1)) colnames(Config1) <- colnames(Config2) <- paste0("clone", 1:ncol(Config1)) plot_config_diffs(Config1, Config2)Config1 <- matrix(c( rep(0, 15), rep(1, 8), rep(0, 7), rep(1, 5), rep(0, 3), rep(1, 7) ), ncol = 3) Config2 <- matrix(c( rep(0, 15), rep(1, 8), rep(1, 7), rep(0, 5), rep(1, 3), rep(1, 7) ), ncol = 3) rownames(Config1) <- rownames(Config2) <- paste0("var", 1:nrow(Config1)) colnames(Config1) <- colnames(Config2) <- paste0("clone", 1:ncol(Config1)) plot_config_diffs(Config1, Config2)
Plot a phylogenetic tree
plot_tree(tree, orient = "h")plot_tree(tree, orient = "h")
tree |
A phylgenetic tee object of class "phylo" |
orient |
A string for the orientation of the tree: "v" (vertical) or "h" (horizontal) |
This function plots a phylogenetic tree from an object of class "phylo", as produced, for example, by the Canopy package.
a ggtree object
Davis McCarthy and Yuanhua Huang
This function makes use of the ggtree package:
Guangchuang Yu, David Smith, Huachen Zhu, Yi Guan, Tommy Tsan-Yuk Lam. ggtree: an R package for visualization and annotation of phylogenetic trees with their covariates and other associated data. Methods in Ecology and Evolution 2017, 8(1):28-36, doi:10.1111/2041-210X.12628
data(example_donor) plot_tree(tree, orient = "v")data(example_donor) plot_tree(tree, orient = "v")
Predicted probability from learned binomial mixture model
predMixBinom(k, n, p, psi)predMixBinom(k, n, p, psi)
k |
A vector of integers. number of success |
n |
A vector of integers. number of trials |
p |
a vector of binomial success probabilities |
psi |
A float between 0 and 1. fraction of each component |
A list with two components: prob, a matrix representing the probability of each of the passed values coming from each component of the mixture and logLik, the total log-likelihood of the new samples.
n1 <- array(sample(1:30, 50, replace = TRUE)) n2 <- array(sample(1:30, 200, replace = TRUE)) k1 <- apply(n1, 1, rbinom, n = 1, p = 0.5) k2 <- apply(n2, 1, rbinom, n = 1, p = 0.01) RV <- mixBinom(c(k1, k2), c(n1, n2)) RV_pred <- predMixBinom(3, 10, RV$p, RV$psi)n1 <- array(sample(1:30, 50, replace = TRUE)) n2 <- array(sample(1:30, 200, replace = TRUE)) k1 <- apply(n1, 1, rbinom, n = 1, p = 0.5) k2 <- apply(n2, 1, rbinom, n = 1, p = 0.01) RV <- mixBinom(c(k1, k2), c(n1, n2)) RV_pred <- predMixBinom(3, 10, RV$p, RV$psi)
Plot a heatmap for probability of clone assignment
prob_heatmap(prob_mat, threshold = 0.5, mode = "best", cell_idx = NULL)prob_heatmap(prob_mat, threshold = 0.5, mode = "best", cell_idx = NULL)
prob_mat |
A matrix (M x K), the probability of cell j to clone k |
threshold |
A float value, the threshold for assignable cells |
mode |
A string, the method for defining scores for filtering cells: best and delta. best: highest probability of a cell to K clones, delta: the difference between the best and second. |
cell_idx |
A vector the indices of the input cells. If NULL, order by the probability of each clone |
a ggplot object
data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z, inference = "EM") fig <- prob_heatmap(assignments$prob)data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z, inference = "EM") fig <- prob_heatmap(assignments$prob)
Define a publication-style plot theme
pub.theme(size = 12)pub.theme(size = 12)
size |
numeric, base font size for adapted ggplot2 theme |
This theme modifies the theme_classic theme
in ggplot2.
a ggplot theme based on theme_classic
library(ggplot2) x <- sample(10) y <- x + runif(10) - 0.5 df <- data.frame(x = x, y = y) fig <- ggplot(df, aes(x = x, y = y)) + geom_point() + pub.theme()library(ggplot2) x <- sample(10) y <- x + runif(10) - 0.5 df <- data.frame(x = x, y = y) fig <- ggplot(df, aes(x = x, y = y)) + geom_point() + pub.theme()
Read a VCF file into R session
read_vcf( vcf_file, genome = "GRCh37", seq_levels_style = "Ensembl", verbose = TRUE )read_vcf( vcf_file, genome = "GRCh37", seq_levels_style = "Ensembl", verbose = TRUE )
vcf_file |
character(1), path to VCF file to read into R session as a
|
genome |
character(1), string indicating the genome build used in the VCF file(s) (default: "GRCh37") |
seq_levels_style |
character(1), string passed to
|
verbose |
logical(1), should messages be printed as function runs? |
a vcf object
vcf <- read_vcf(system.file("extdata", "cells.donorid.vcf.gz", package = "cardelino"))vcf <- read_vcf(system.file("extdata", "cells.donorid.vcf.gz", package = "cardelino"))
Column index of the maximum value for each row in a matrix
rowArgmax(X)rowArgmax(X)
X |
A matrix of floats. |
a vector of the index of column for each row. Note, when multiple columns have the same value, only the earliest column will be returned.
matA <- matrix(sample(seq(12)), nrow = 3) rowArgmax(matA)matA <- matrix(sample(seq(12)), nrow = 3) rowArgmax(matA)
Maximum value for each row in a matrix
rowMax(X, mode = "best")rowMax(X, mode = "best")
X |
A matrix of floats. |
mode |
A string, the method for defining scores for filtering cells:
best, second and delta. |
a vector of the collapsed value for each row, depending on the mode used.
matA <- matrix(sample(seq(12)), nrow = 3) rowMax(matA)matA <- matrix(sample(seq(12)), nrow = 3) rowMax(matA)
Given missing rate, the NA will be generated first. For none NA element, sequencing depth with uniformly sampled from D, row wisely. Namely, the depth is variant specific.
sample_seq_depth(D, n_cells = NULL, n_sites = NULL, missing_rate = NULL)sample_seq_depth(D, n_cells = NULL, n_sites = NULL, missing_rate = NULL)
D |
A matrix (N variants x M cells), the original sequencing coverage, NA means missing |
n_cells |
A integer, the number of the cells to generate |
n_sites |
A integer, the number of variants to generate |
missing_rate |
A float value, if NULL, use the same missing rate as D |
a n_sites by n_cells matrix sampled from input D.
data(simulation_input) D1 <- sample_seq_depth(D_input, n_cells = 500, n_sites = 50, missing_rate = 0.85 )data(simulation_input) D1 <- sample_seq_depth(D_input, n_cells = 500, n_sites = 50, missing_rate = 0.85 )
Down sample number of SNVs in the tree
sample_tree_SNV(tree, n_SNV = NULL)sample_tree_SNV(tree, n_SNV = NULL)
tree |
A tree object from Canopy |
n_SNV |
A integer, the number of SNVs to keep in the output tree |
a phylo tree with down sampled variants
data(simulation_input) tree_lite <- sample_tree_SNV(tree_4clone, n_SNV = 10)data(simulation_input) tree_lite <- sample_tree_SNV(tree_4clone, n_SNV = 10)
There are following steps to generate the simulated reads counts for variants in single cells: 1) given the clonal genotype and the clonal prevalence, the genotypes (i.e, the clone) of cells will be generated following a multinomial distribution. Note, one cell may contain variants from two clones when it is a doublet. 2) given the distribution of reads coverage, e.g., a matrix of read coverage from real data, (variant specific), the total reads of each variant will be generated by random sampling. Note, the missing rate is governed by this matrix. 3) the allelic frequency of each variant will be generated by following a beta distribution with parameters of mean and variance. 4) Given the genotype of a cell, if the mutation exists in a cell, the alteration read counts will be generated by a binomial distribution, parameterized the allelic frequency, sampled from step 3. 5) Given the genotype of a cell, if the mutation does not exist in a cell, the alteration read counts will be generated by a binomial distribution, parameterized by the technical error rate.
sim_read_count( Config, D, Psi = NULL, means = c(0.002, 0.45), vars = c(100, 1), wise0 = "element", wise1 = "variant", cell_num = 300, permute_D = FALSE, sample_cell = TRUE, doublet = 0 )sim_read_count( Config, D, Psi = NULL, means = c(0.002, 0.45), vars = c(100, 1), wise0 = "element", wise1 = "variant", cell_num = 300, permute_D = FALSE, sample_cell = TRUE, doublet = 0 )
Config |
A matrix of binary values. The clone-variant configuration, which encodes the phylogenetic tree structure, and the genotype of each clone |
D |
A matrix of integers. Sequencing depth for N variants across x cells (ideally >100 cells). NA means 0 here. |
Psi |
A vector of float. The fractions of each clone. If NULL, set a uniform distribution. |
means |
A vector of two floats. The mean theta_1 (false positive rate) and the mean theta_2 (true positive rate). |
vars |
A vector of two floats. The variance of theta_1 and theta_2. |
wise0 |
A string, the beta-binomial parameter specificity for theta0: global, variant, element. |
wise1 |
A string, the beta-binomial parameter specificity for theta1: global, variant, element. |
cell_num |
A integer. The number of cells to generate. |
permute_D |
A Boolean value. If True permute variants in D. |
sample_cell |
A Boolean value. If True and M > ncol(D), sample cells. |
doublet |
A float between 0 and 1, the rate of doublets |
a list containing A_sim, a matrix for alteration reads,
A_sim, a matrix for total reads, I_sim, a matrix for clonal
label, H_sim, a matrix for genotype, theta0, a matrix of
expected false positive rate, theta1, a matrix of expected true
positive rate, theta0_binom, theta0 as binomial parameter,
theta1_binom, theta0 as binomial parameter, and is_doublet, a
vector of Boolean value if a cell is a doublet
data(simulation_input) D2 <- sample_seq_depth(D_input, n_cells = 500, n_sites = nrow(tree_4clone$Z)) simu <- sim_read_count(tree_4clone$Z, D2, Psi = NULL, cell_num = 500)data(simulation_input) D2 <- sample_seq_depth(D_input, n_cells = 500, n_sites = nrow(tree_4clone$Z)) simu <- sim_read_count(tree_4clone$Z, D2, Psi = NULL, cell_num = 500)
This tree object contains clonal tree information, inferred from bulk exome-seq data
example_donorexample_donor
a tree object
NULL, but makes available a tree object
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
This tree object with 3 clones contains clonal tree information, inferred from bulk exome-seq data
simulation_inputsimulation_input
a tree object
NULL, but makes available a tree object
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
This tree object with 4 clones contains clonal tree information, inferred from bulk exome-seq data
simulation_inputsimulation_input
a tree object
NULL, but makes available a tree object
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
This tree object with 5 clones contains clonal tree information, inferred from bulk exome-seq data
simulation_inputsimulation_input
a tree object
NULL, but makes available a tree object
Yuanhua Huang, Davis McCarthy, 2018-06-25
A fibroblast sample from HipSci project
Plot a variant-cell heatmap for cell clonal assignment
vc_heatmap(mat, prob, Config, show_legend = FALSE)vc_heatmap(mat, prob, Config, show_legend = FALSE)
mat |
A matrix for heatmap: N variants x M cells. row and column will be sorted automatically. |
prob |
A matrix of probability of clonal assignment: M cells x K clones |
Config |
A binary matrix of clonal Configuration: N variants x K clones |
show_legend |
A bool value: if TRUE, show the legend |
a pheatmap object
a ggplot object
This function makes use of the pheatmap packages
data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z) fig <- vc_heatmap(assignments$prob_variant, assignments$prob, tree$Z)data(example_donor) assignments <- clone_id(A_clone, D_clone, Config = tree$Z) fig <- vc_heatmap(assignments$prob_variant, assignments$prob, tree$Z)