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ifs_modal_modeler.py
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#!/usr/bin/env python3
# -*- coding: utf-8 -*-
"""
Created on Sun Jul 15 15:16:20 2018
@author: evgeniy
"""
from ifs_triangular_representation import IfsTriangInteractive, IfsTriang
import collections as cols
#from topo_const_bar import TopoConstBarInteractive
from widgets_basic import WidgetsSimple
class InteractorBasic(object):
line_active__ = 0
index_active__ = 1
def __init__(self, prop_triang, prop_bar):
self.prop_triang = prop_triang
self.prop_triang.connect()
# self.prop_triang.set_animated(False)
# self.prop_triang.disconnect()
self.prop_bar = prop_bar
self.prop_bar.connect()
if __name__ == "__main__":
import matplotlib.pyplot as plt
from intuitionistic_fuzzy_set import IFS
from universal_set import UniversalSet
# from ifs_2Dplot import *
# from ifs_operators_topo import *
import numpy as np
# fig, ax = plt.subplots()
universe = UniversalSet(set(range(5)))
fig = plt.figure()
plt.subplots_adjust(hspace=0.1, wspace=0.1)
ifs01 = IFS.random(universe, 1, randseed=1)
indices, mus, nus, pis = ifs01.elements_split()
ifs02 = IFS.random(universe, 1, randseed=2)
indices02, mus02, nus02, pis02 = ifs02.elements_split()
axes01 = plt.subplot2grid((5,7), (0,0), rowspan=4, colspan=4)
# _, line2d2_01 = plot_triangular_(axes01,
# mus, nus, ifs02.get_range(), bins=10,
# rotation={'x':45, 'y':0},
# alpha=0.3)
#
# axes01.set_xlim([0,1])
# axes01.set_ylim([0,1])
axes01.set_aspect('equal', 'datalim')
##################
# ax02 = plt.subplot2grid((5,7), (0,4), rowspan=4, colspan=4)
figManager = plt.get_current_fig_manager()
figManager.window.showMaximized()
from widgets_basic import WidgetsSimple
widgets = WidgetsSimple(None)
# ax02.set_ylim([0,1])
# ax02.set_aspect(aspect='auto', adjustable='datalim')
alpha_beta = (0.3, 0.5)
######
# radia = np.random.uniform(0.0, 0.15, len(mus))
# prop_bar = IfsBar("editable rects",
# EditableRectangleRadius,
# musnus=(radia, [0.0]*len(radia)),
# axes=ax02)
# prop_bar.connect()
# prop_bar02 = IfsBar("editable rects01",
# EditableRectangleRadius,
# musnus=(mus02,nus02),
# axes=ax02)
# prop_bar02.connect()
#######
alpha, beta = 0.25, 0.3
modF = lambda x, y: (x + alpha*(1-x-y), y + beta*(1-x-y))
modG = lambda x, y: ((1-alpha)*x, (1-beta)*y)
modH = lambda x, y: ((1-alpha)*x, y + beta*(1-x-y))
modJ = lambda x, y: (x + alpha*(1-x-y), (1-beta)*y)
mus_nus_F = tuple(zip(*[modF(m, n) for m,n in zip(mus, nus)]))
mus_nus_G = tuple(zip(*[modG(m, n) for m,n in zip(mus, nus)]))
mus_nus_H = tuple(zip(*[modH(m, n) for m,n in zip(mus, nus)]))
mus_nus_J = tuple(zip(*[modJ(m, n) for m,n in zip(mus, nus)]))
label_id = 'ifs_0000_'
prop_triangF = IfsTriang(axes01, mus_nus_F,
radius=0.01, #radia,
# companions=[prop_bar.editable_rects],
# companions=None,
label_id=label_id + 'F',
colors = {'mu':'b', 'nu':'g', 'elem':'y'},
alpha_marker=0.5
)
prop_triangG = IfsTriang(axes01, mus_nus_G,
radius=0.01,
label_id=label_id + 'G',
# companions=[prop_bar.editable_rects],
# companions=None,
colors = {'mu':'b', 'nu':'g', 'elem':'orange'},
alpha_marker=0.8
)
prop_triangH = IfsTriang(axes01, mus_nus_H,
radius=0.01,
# companions=[prop_bar.editable_rects],
# companions=None,
label_id=label_id+'H',
colors = {'mu':'b', 'nu':'g', 'elem':'c'},
alpha_marker=0.5
)
prop_triangJ = IfsTriang(axes01, mus_nus_J,
radius=0.01,
# companions=[prop_bar.editable_rects],
# companions=None,
label_id=label_id+'J',
colors = {'mu':'b', 'nu':'g', 'elem':'g'},
alpha_marker=0.5
)
from ifs_operators_plot import incl_i
metrics_binary = \
cols.OrderedDict([ ('incl_j',
lambda musnus1_musnus2: incl_i(musnus1_musnus2[0], musnus1_musnus2[1]))])
# r' $\varepsilon_{0,\nu}$'
metrics_unary = cols.OrderedDict([ ('Mean_mu', lambda musnus: np.mean(musnus[0])),
('Mean_nu', lambda musnus: np.mean(musnus[1])),
('Ind_pi,1', lambda musnus:
(1/len(musnus)*np.sum(1-np.array(musnus[0])-np.array(musnus[1])))),
('Ind_pi,infty', lambda musnus:
np.max(1-np.array(musnus[0])-np.array(musnus[1]))),
])
prop_triang = IfsTriangInteractive(axes01,
axes_metrics=axes01,
label_id=label_id+'original',
metrics_unary=metrics_unary,
metrics_binary=metrics_binary,
musnus=(mus, nus),
radius=.01,
# companions=[prop_bar.editable_rects],
companions=cols.OrderedDict([('F', (modF, prop_triangF)),
('G', (modG, prop_triangG)),
('H', (modH, prop_triangH)),
('J', (modJ, prop_triangJ))
]),
colors = {'mu':'b', 'nu':'g', 'elem':'blue'},
alpha_marker=1,
init_flag=False)
#
# for er, companion1 in zip(prop_bar.editable_rects,
# prop_triang02.holder):
# er.companions = [companion1]
#
axes01.legend().set_visible(False)
#interaction = InteractorBasic(prop_triang, prop_bar)
# prop_bar.connect()
prop_triang.connect()
from widgets_operators import WidgetsSimpleOperator
widgets = WidgetsSimpleOperator(active_prop=prop_triang,
canvas=prop_triang.canvas)
widgets.recreate_widgets_(prop_triang)
# prop_triang02.connect()
plt.show()
prop_triang.update_tables()