Secondary diagonal from ‘distant’ mode

plot ccres second diag
import numpy as np

import matplotlib.pyplot as plt

from circhic import datasets
from circhic import CircHiCFigure

from iced.normalization import ICE_normalization

# Load the data, compute the cumulative raw counts.
data = datasets.load_ccrescentus()
counts_raw = data["counts"]
lengths = data["nbins"]
cumul_raw_counts = counts_raw.sum(axis=0)

# Normalize the data using ICE, and keep the biases
counts, bias = ICE_normalization(counts_raw, output_bias=True)

# compute extreme values
vmax = np.max(
    [counts[i, (i+1) % counts.shape[0]] for i in range(counts.shape[0])])
vmin = np.min(counts[counts > 0])

# Plotting the data
granularity = 0.5
resolution = 9958

fig = plt.figure(figsize=(6, 6))

inner_radius, outer_radius = 0.15, 0.95
inner_gdis, outer_gdis = 0, 2000000

chrom_lengths = lengths * resolution
circhicfig = CircHiCFigure(chrom_lengths, figure=fig)

m, ax = circhicfig.plot_hic(counts, granularity=granularity,
                            resolution=resolution, outer_radius=outer_radius,
                            inner_radius=inner_radius, inner_gdis=inner_gdis,
                            outer_gdis=outer_gdis, vmin=vmin*100, vmax=vmax,
                            cmap="bone_r", border_thickness=0.005,
                            mode='distant')

rax = circhicfig.plot_raxis()
rax.set_yticklabels(["0", "2000"], fontsize="small")
rax.set_ylabel("Genomic distance (kb)",
               fontsize="small", color="0.3", position=(0, 1.03))
rax.tick_params(colors="0.3")

cab = circhicfig.set_colorbar(m, orientation="horizontal")
cab.set_label("Normalized contact counts", fontsize="small")

ticklabels = ["%d kb" % (i * 500) for i in range(8)]
tickpositions = [int(i*500000) for i in range(8)]
ticklabels[0] = "oriC"
ax = circhicfig.set_genomic_ticklabels(
    tickpositions=tickpositions,
    ticklabels=ticklabels,
    outer_radius=0.98,
    fontdict={'fontsize': "small"})
ax.tick_params(colors="0.3")

Total running time of the script: ( 0 minutes 1.054 seconds)

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