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HiC1Dmetrics pip version

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HiC1Dmetrics

This repository contain code and basic tutorial for "HiC1Dmetrics"

figure1

Introduction

Basically, HiC1Dmetrics mainly provide three kinds of functions:

  1. Calculate and visualize multiple 1-D metrics for one Hi-C samples.
  2. Calculate and visulize 1-D metrics for comparing two Hi-C samples
    • Directional Ratio Frequency, DRF (Original metric)
    • Differential DLR (PMID: 30146161)
    • Insulation score changes (PMID: 31495782)
    • More in building ...
  3. Extract and visualize all "directional TAD" sites, which are defined by DRF metrics.

Requirement

HiC1Dmetrics was based on python 3.6, and it require numpy, pandas, scipy and matplotlib library.

Quick Start

The key function of "HiC1Dmetrics" is annotating and plotting "directional TAD". Here the example shows the right directional TAD on chromosome 21. The analysis is performed by comparing si-Rad21 with control RPE cells.

from callDirectionalTAD import *
DirectionalTAD("../test_data/Rad21KD_1/observed.KR.chr21.matrix.gz","../test_data/Control_1/observed.KR.chr21.matrix.gz", \
               25000,chr="chr21").plotAlldirec("right")

figure2

Input file

We use zipped dense matrix as the input file. The format is like:

0 25000 50000 75000 ...
0 0 0 0 0 ...
25000 0 8 3 5 ...
50000 0 3 8 4 ...
75000 0 5 4 0 ...
... ... ... ... ... ...

The easy way to generate input file is using JuicerTools:

java -jar juicer_tools.jar dump observed KR RPE.hic chr21 chr21 BP 25000 output.txt

Usage

HiC1Dmetrics could be used in python and shell (will be added in version 0.2)

1. Calculate 1-D metrics of ONE sample (The output format is bedGraph):

from calculateMetrics import *
IS = InsulationScore("./Rad21KD_1/observed.KR.chr21.matrix.gz",25000,"chr21",\
                     out_name="InsulationScore",square_size=150000)
IS.getIS() #get IS
IS.getCSV() #export bedGraph file
chr start end InsulationScore
0 chr21 0 25000 0.0
1 chr21 25000 50000 0.0
2 chr21 50000 75000 0.0
... ... ... ... ...
1866 chr21 46650000 46675000 0.0
1867 chr21 46675000 46700000 0.0
1868 chr21 46700000 46725000 0.0

ContrastIndex, DirectionalityIndex, SeparationScore, DistalToLocal are responsible for calculating CI,DI,TADsep,DLR, respectively.

2. Plot 1-D metrics of one sample:

from plotMetrics import *
plotm = PlotBedGraph("../test_data/Control_1/observed.KR.chr21.matrix.gz",25000,\
                     chr="chr21",startSite=1100*25000,endSite=1300*25000,\
                     title="One sample",clmin=0,clmax=50,other_parameter=0)
plotm.draw("IS") #plot scores
plotm.makePDF("IS","outputname") #export pdf

It is also possible to calculate 1-D metrics of multiple sample simultaneously:

from Multi_samples_metrics import *
samples = ["../test_data/Rad21KD_1/observed.KR.chr20.matrix.gz",\
           "../test_data/Control_1/observed.KR.chr20.matrix.gz"]
labels = ["Rad21KD","Control"]
IS = getMultiSamplesScore(samples,labels,25000,"chr20","IS",150000)
CI = getMultiSamplesScore(samples,labels,25000,"chr20","CI",150000)

3. Calculate 1-D metrics of two paired samples:

from calculateMetrics import *
drf = DirectionalRelativeFreq("../test_data/Rad21KD_1/observed.KR.chr21.matrix.gz",\
                              "../test_data/Control_1/observed.KR.chr21.matrix.gz",\
                              25000,"chr21",out_name="DRF",
                start_distance=500000, end_distance=1000000)
drf.makeCSV() # export bedGraph file of DRF

4. Plot 1-D metrics of two samples:

from plotDiff import *
dplot = DiffDraw("../test_data/Rad21KD_1/observed.KR.chr21.matrix.gz",\
                 "../test_data/Control_1/observed.KR.chr21.matrix.gz",\
                 25000,startSite=1100*25000,endSite=1300*25000, clmin=-3,clmax=3,\
                 title="Comparison of two samples",chr="chr21",\
                 startDRF=500000,sizeDRF=1000000)
dplot.draw_square() # plot differential square matrix
dplot.draw_tri() #plot differential triangle matrix
dplot.draw_DRF() #plot DRF score

5. Extract regions of "directional TAD" from differential contact matrix.

from callDirectionalTAD import *
direcTAD = DirectionalTAD("../test_data/Rad21KD_1/observed.KR.chr21.matrix.gz",\
                          "../test_data/Control_1/observed.KR.chr21.matrix.gz",\
                          25000,chr="chr21",startDRF=500000,sizeDRF=1000000,\
                          sizeIS=150000)
leftTAD,rightTAD,_ = direcTAD.extractRegion() # The result is [leftTAD,rightTAD,DRFscore]

rightTAD is the region of "right directional TAD"

chr TADstart TADend
chr21 15575000 15875000
chr21 19000000 19450000
chr21 22400000 22800000
chr21 25375000 25575000
chr21 28325000 28750000
chr21 36100000 36375000

6. Plot "directional TAD"

from callDirectionalTAD import *
plotDirecTAD = DirectionalTAD("../test_data/Rad21KD_1/observed.KR.chr21.matrix.gz",\
                              "../test_data/Control_1/observed.KR.chr21.matrix.gz",\
                              25000,chr="chr21",clmin=-2,clmax=2,title="Directional TAD on chr21",\
                              startDRF=500000,sizeDRF=1000000,sizeIS=150000)
plotDirecTAD.plotAlldirec("right") #plot rightTAD
plotDirecTAD.makePDF("right","rightTAD.pdf") #export to .pdf 

figure6

7. In addition. HiC1Dmetrics also provide simply function to visualize Hi-C data.

from plotMetrics import *
#1 plot contact matrix (square)
PlotSquare("../test_data/Control_1/observed.KR.chr21.matrix.gz",25000,,chr="chr21",\
           startSite=1100*25000,endSite=1300*25000,title="Square matrix",\
           clmin=0,clmax=50).draw()

#2 plot contact matrix (triangle)
PlotTri("../test_data/Control_1/observed.KR.chr21.matrix.gz",25000,chr="chr21",\
        startSite=1100*25000,endSite=1300*25000,title="Tri matrix",\
        clmin=0,clmax=50).draw()

#3 plot TAD (TAD regions are calculated within HiC1Dmetrics)
PlotTAD("../test_data/Control_1/observed.KR.chr21.matrix.gz",25000,chr="chr21",\
        startSite=1100*25000,endSite=1300*25000,title="Plot TAD",\
        clmin=0,clmax=50).drawTAD()

figure7

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