Commit 2bf29df9 authored by Jeff Trull's avatar Jeff Trull
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Merge branch 'master' into header-cleanup

parents 1dc8f781 541f949c
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.. _planted_partition:
Assortative community structure
Traditionally, `"community structure"
<>`_ in the proper
sense refers to groups of nodes that are more connected to each other
than to nodes of other communities. The SBM is capable of representing
this kind of structure without any problems, but in some circumstances
it might make sense to search exclusively for assortative communities
[lizhi-statistical-2020]_. A version of the SBM that is constrained in
this way is called the "planted partition model", which can be inferred
with graph-tool using
:class:`~graph_tool.inference.planted_partition.PPBlockState`. This
class behaves just like
:class:`~graph_tool.inference.blockmodel.BlockState`, therefore all
algorithms described in this documentation work in the same way. Below
we show how this model can be inferred for the football network
considered previously
.. testsetup:: assortative
import os
except FileNotFoundError:
.. testcode:: assortative
g =["football"]
state = gt.PPBlockState(g)
# Now we run 1,000 sweeps of the MCMC with zero temperature.
state.multiflip_mcmc_sweep(beta=np.inf, niter=1000)
state.draw(pos=g.vp.pos, output="football-pp.svg")
.. figure:: football-pp.*
:align: center
:width: 350px
Best fit of the degree-corrected planted partition model to a
network of American college football teams.
It is possible to perform model comparison with other model variations
in the same manner as described in :ref:`sec_model_selection` below.
...@@ -430,6 +430,7 @@ class PropertyMap(object): ...@@ -430,6 +430,7 @@ class PropertyMap(object):
"long double", "vector<bool>", "vector<int16_t>", "long double", "vector<bool>", "vector<int16_t>",
"vector<int32_t>", "vector<int64_t>", "vector<double>", "vector<int32_t>", "vector<int64_t>", "vector<double>",
"vector<long double>", "string", "vector<string>"] "vector<long double>", "string", "vector<string>"]
p = None
for t in types: for t in types:
try: try:
p = self.copy(value_type=t, full=full) p = self.copy(value_type=t, full=full)
...@@ -439,8 +440,10 @@ class PropertyMap(object): ...@@ -439,8 +440,10 @@ class PropertyMap(object):
continue continue
if p.copy(value_type=self.value_type(), full=full) == self: if p.copy(value_type=self.value_type(), full=full) == self:
break break
except (TypeError, ValueError, OverflowError): except (TypeError, ValueError, OverflowError, AttributeError):
pass pass
if p is None:
p = self.copy()
return p return p
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