I am using Bokeh 0.12.15 version, which generates a great hexbin plot. I wonder how can I easily find the indexes of the values of each hexagon?
for example for the code below (https://docs.bokeh.org/en/latest/docs/gallery/hexbin.html):
import numpy as np
from bokeh.io import output_file, show
from bokeh.models import HoverTool
from bokeh.plotting import figure
n = 500
x = 2 + 2*np.random.standard_normal(n)
y = 2 + 2*np.random.standard_normal(n)
p = figure(title="Hexbin for 500 points", match_aspect=True,
tools="wheel_zoom,reset", background_fill_color='#440154')
p.grid.visible = False
r, bins = p.hexbin(x, y, size=0.5, hover_color="pink", hover_alpha=0.8)
p.circle(x, y, color="white", size=1)
hover = HoverTool(tooltips=[("count", "@c"), ("(q,r)", "(@q, @r)")],
mode="mouse", point_policy="follow_mouse", renderers=[r])
p.add_tools(hover)
output_file("hexbin.html")
show(p)
I would like to find for each hexbin the indexes of the tuple (x,y) which are inside it
Thanks
EDIT: OK I just realized (I think) that you are asking a different question. To find out the indices of the original points in each tile, you will have to basically recreate what hexbin
does itself:
In [8]: from bokeh.util.hex import cartesian_to_axial
In [8]: import pandas as pd
In [9]: q, r = cartesian_to_axial(x, y, 0.5, "pointytop")
In [10]: df = pd.DataFrame(dict(r=r, q=q))
In [11]: groups = df.groupby(['q', 'r'])
In [12]: groups.groups
Out[12]:
{(-4, -3): Int64Index([272], dtype='int64'),
(-4, 0): Int64Index([115], dtype='int64'),
(-4, 3): Int64Index([358], dtype='int64'),
(-4, 4): Int64Index([480], dtype='int64'),
(-3, -1): Int64Index([323], dtype='int64'),
(-3, 2): Int64Index([19, 229, 297], dtype='int64'),
...
(11, -5): Int64Index([339], dtype='int64'),
(12, -7): Int64Index([211], dtype='int64')}
Here each key for each entry in the groups
dict is the (q,r)
axial hex coordinate of the tile, and the value is a list of the indices of the points that were in that tile.
Old Answer
That information is in the bins
DataFrame that is returned:
In [3]: bins.head()
Out[3]:
q r counts
0 -4 -3 1
1 -4 0 1
2 -4 3 1
3 -4 4 1
4 -3 -1 1
Here q
and r
are Axial Hex Grid Coordinates. If you want the Cartesian x
and y
coordinates of the hex tile centers, you can use the axial_to_cartesian
function.