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n = 4; | ||
l = 5; | ||
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Θ ~ LogNormal(meanlog=-2.0, sdlog=1.0); | ||
ψ ~ Coalescent(n=n, theta=Θ); | ||
π ~ Dirichlet(conc=[3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0,3.0]); | ||
rates ~ Dirichlet(conc=[1.0, 2.0, 1.0, 1.0, 2.0, 1.0]); | ||
Q = gt16(freq=π, rates=rates); // construct the GT16 instantaneous rate matrix | ||
A ~ PhyloCTMC(L=l, Q=Q, tree=ψ, dataType=phasedGenotype()); | ||
epsilon ~ Beta(alpha=2, beta=18); | ||
delta ~ Beta(alpha=1.5, beta=4.5); | ||
//epsilon = 0.01; | ||
//delta = 0.24; | ||
// cov = [rep(1, 5), rep(2, 5), rep(3, 5), rep(4, 5)]; | ||
meanT = 2.3; // average coverage = lognormal(meanT, sdT) | ||
sdT = 0.1; | ||
meanV = 0.1; // variance coverage = lognormal(meanV, sdV) | ||
sdV = 0.05; | ||
meanS = 0.04; // cell-specific scaling | ||
sdS = 0.001; | ||
t ~ LogNormal(meanlog= meanT, sdlog= sdT); | ||
v ~ LogNormal(meanlog= meanV, sdlog= sdV); | ||
s ~ LogNormal(meanlog= meanS, sdlog= sdS,repe); | ||
alpha ~ AlphaSimulator(l= l, n=n, delta= delta); | ||
coverage ~ CoverageSimulator(alpha= alpha, t= t, v= v, s= s); | ||
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r ~ ReadCountModel(D=A, epsilon=epsilon, alpha=alpha, coverage=coverage); |
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75 changes: 75 additions & 0 deletions
75
phylonco-lphy/src/main/java/phylonco/lphy/evolution/readcountmodel/AlphaSimulator.java
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package phylonco.lphy.evolution.readcountmodel; | ||
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import lphy.core.model.GenerativeDistribution; | ||
import lphy.core.model.RandomVariable; | ||
import lphy.core.model.Value; | ||
import lphy.core.model.annotation.ParameterInfo; | ||
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import java.util.Map; | ||
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public class AlphaSimulator implements GenerativeDistribution<Integer[][]> { | ||
private Value<Integer> l; | ||
private Value<Integer> n; | ||
private Value<Double> delta; | ||
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private RandomVariable<Integer[][]> alpha; | ||
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public static final String lParamName = "l"; | ||
public static final String nParamName = "n"; | ||
public static final String deltaParamName = "delta"; | ||
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private AlphaSimulator( | ||
@ParameterInfo(name = lParamName, description = "the length of sequencing") Value<Integer> l, | ||
@ParameterInfo(name = nParamName, description = "the number of cells.") Value<Integer> n, | ||
@ParameterInfo(name = deltaParamName, description = "allelic dropout error probability.") Value<Double> delta | ||
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){ | ||
super(); | ||
this.l = l; | ||
this.n = n; | ||
this.delta = delta; | ||
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} | ||
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@Override | ||
public RandomVariable<Integer[][]> sample() { | ||
Multinomial multinomialAlpha; | ||
Double[] proAlpha = {this.delta.value(), 1-this.delta.value()}; | ||
Value<Double[]> proA = new Value<>("proA", proAlpha); | ||
Value<Integer> numberA = new Value<>("numberA", 1); | ||
multinomialAlpha = new Multinomial(numberA, proA); | ||
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Integer[][] alp = new Integer[n.value()][l.value()]; | ||
for (int i = 0; i < n.value(); i++) { | ||
for (int j = 0; j < l.value(); j++) { | ||
Value<Integer[]> alpha1 = multinomialAlpha.sample(); | ||
if (alpha1.value()[0] == 1) { | ||
alp[i][j] = 1; | ||
} else alp[i][j] = 2; | ||
} | ||
} | ||
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alpha = new RandomVariable<>("alpha", alp, this); | ||
return alpha; | ||
} | ||
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@Override | ||
public Map<String, Value> getParams() { | ||
return Map.of( | ||
lParamName,l, | ||
nParamName,n, | ||
deltaParamName,delta | ||
); | ||
} | ||
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} |
80 changes: 80 additions & 0 deletions
80
phylonco-lphy/src/main/java/phylonco/lphy/evolution/readcountmodel/CoverageSimulator.java
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package phylonco.lphy.evolution.readcountmodel; | ||
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import lphy.base.distribution.NegativeBinomial; | ||
import lphy.base.evolution.alignment.Alignment; | ||
import lphy.core.model.GenerativeDistribution; | ||
import lphy.core.model.RandomVariable; | ||
import lphy.core.model.Value; | ||
import lphy.core.model.annotation.ParameterInfo; | ||
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import java.util.Map; | ||
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public class CoverageSimulator implements GenerativeDistribution<Integer[][]> { | ||
private NegativeBinomial negativeBinomial; | ||
private Value<Integer[][]> alpha; | ||
private Value<Integer> t; | ||
private Value<Integer> v; | ||
private Value<Integer[]> s; | ||
private RandomVariable<Integer[][]> coverage; | ||
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public static final String alphaParamName = "alpha"; | ||
public static final String tParamName = "t"; | ||
public static final String vParamName = "v"; | ||
public static final String sParamName = "s"; | ||
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public CoverageSimulator( | ||
@ParameterInfo(name = alphaParamName, description = "alpha, allelic dropout events for each cell at each site.") Value<Integer[][]> alpha, | ||
@ParameterInfo(name = tParamName, description = "t") Value<Integer> t, | ||
@ParameterInfo(name = vParamName, description = "v") Value<Integer> v, | ||
@ParameterInfo(name = sParamName, description = "s") Value<Integer[]> s | ||
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) { | ||
super(); | ||
this.alpha = alpha; | ||
this.t = t; | ||
this.v = v; | ||
this.s = s; | ||
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} | ||
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@Override | ||
public RandomVariable<Integer[][]> sample(){ | ||
int n = alpha.value().length; | ||
int l = alpha.value()[0].length; | ||
Value<Integer> r; | ||
Value<Double> p; | ||
Integer[][] cov = new Integer[n][l]; | ||
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for (int i = 0; i < n; i++) { | ||
for (int j = 0; j < l; j++) { | ||
Double mean = (double) (this.alpha.value()[i][j] * this.t.value() * this.s.value()[i]); | ||
Double variance = mean + (Math.pow((double) alpha.value()[i][j], 2.0) * v.value() * Math.pow(this.s.value()[i], 2.0)); | ||
double pValue = mean / variance; | ||
float rFloat = (float) (Math.pow(mean, 2) / (variance - mean)); | ||
int rValue = Math.round(rFloat); | ||
r = new Value<>("r", rValue); | ||
p = new Value<>("p", pValue); | ||
NegativeBinomial negativeBinomial = new NegativeBinomial(r, p); | ||
cov[i][j] = negativeBinomial.sample().value(); | ||
} | ||
} | ||
coverage = new RandomVariable<>("coverage", cov, this); | ||
return coverage; | ||
} | ||
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@Override | ||
public Map<String, Value> getParams() { | ||
return Map.of( | ||
alphaParamName, alpha, | ||
tParamName, t, | ||
vParamName, v, | ||
sParamName, s | ||
); | ||
} | ||
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} |
97 changes: 97 additions & 0 deletions
97
phylonco-lphy/src/main/java/phylonco/lphy/evolution/readcountmodel/Multinomial.java
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package phylonco.lphy.evolution.readcountmodel; | ||
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import lphy.base.distribution.Binomial; | ||
import lphy.base.distribution.DistributionConstants; | ||
import lphy.core.model.GenerativeDistribution; | ||
import lphy.core.model.RandomVariable; | ||
import lphy.core.model.Value; | ||
import lphy.core.model.annotation.ParameterInfo; | ||
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import java.util.Arrays; | ||
import java.util.Map; | ||
import java.util.TreeMap; | ||
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public class Multinomial implements GenerativeDistribution<Integer[]> { | ||
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private Value<Integer> n; | ||
private Value<Double[]> p; | ||
private Value<Double[]> q; | ||
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public Multinomial( | ||
@ParameterInfo(name = DistributionConstants.nParamName, description = "number of trials.") Value<Integer> n, | ||
@ParameterInfo(name = DistributionConstants.pParamName, description = "event probabilities.") Value<Double[]> p) { | ||
super(); | ||
this.n = n; | ||
this.p = p; | ||
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} | ||
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public Multinomial(){} | ||
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@Override | ||
public RandomVariable<Integer[]> sample() { | ||
//org.apache.mahout.math.random.Multinomial multinomial = new org.apache.mahout.math.random.Multinomial(); | ||
Double[] q1 = new Double[this.p.value().length]; | ||
double cum_prob = 1.0; | ||
for (int i = 0; i < this.p.value().length; i++) { | ||
if (p.value()[i] == 0.0) | ||
q1[i] = 0.0; | ||
else { | ||
q1[i] = this.p.value()[i] / cum_prob; | ||
cum_prob = cum_prob - this.p.value()[i]; | ||
} | ||
} | ||
q = new Value<>("q", q1); | ||
int sampleSize = n.value(); | ||
Integer[] result = new Integer[p.value().length]; | ||
for (int i = 0; i < p.value().length-1; i++) { | ||
Value<Double> pro = new Value<Double>("pro", this.q.value()[i]); | ||
Value<Integer> sampleS = new Value<>("sample", sampleSize); | ||
Binomial binomial = new Binomial(pro, sampleS); | ||
int rand = binomial.sample().value(); | ||
result[i] = rand; | ||
sampleSize -= rand; | ||
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if (sampleSize == 0) { | ||
Arrays.fill(result, i + 1, result.length, 0); | ||
break; | ||
} | ||
} | ||
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result[p.value().length-1] = sampleSize; | ||
return new RandomVariable<>(null, result, this); | ||
} | ||
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@Override | ||
public Map<String, Value> getParams() { | ||
return new TreeMap<>() {{ | ||
put(DistributionConstants.nParamName, n); | ||
put(DistributionConstants.pParamName, p); | ||
}}; | ||
} | ||
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@Override | ||
public void setParam(String paramName, Value value) { | ||
switch (paramName) { | ||
case DistributionConstants.nParamName: | ||
n = value; | ||
break; | ||
case DistributionConstants.pParamName: | ||
p = value; | ||
break; | ||
default: | ||
throw new RuntimeException("Unrecognised parameter name: " + paramName); | ||
} | ||
} | ||
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public String toString() { | ||
return getName(); | ||
} | ||
} |
34 changes: 34 additions & 0 deletions
34
phylonco-lphy/src/main/java/phylonco/lphy/evolution/readcountmodel/ReadCount.java
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package phylonco.lphy.evolution.readcountmodel; | ||
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public class ReadCount { | ||
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public final static int NUM_NUCLEOTIDES = 4; | ||
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private final String nucleotides = "ACGT"; | ||
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private int[] readCounts; | ||
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public ReadCount(int[] readCounts) { | ||
this.readCounts = readCounts; | ||
} | ||
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public int[] getReadCounts() { | ||
return readCounts; | ||
} | ||
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public int getCount(String nucleotide) { | ||
String capitalizedNucleotide = nucleotide.toUpperCase(); | ||
int index = nucleotides.indexOf(capitalizedNucleotide); | ||
if (index != -1) { | ||
return readCounts[index]; | ||
} else { | ||
return 0; | ||
} | ||
} | ||
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public int getNumStates() { | ||
return NUM_NUCLEOTIDES; | ||
} | ||
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} |
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