import pyIbex as ibex
from pyPredicate import pyPdcIn
from pyVisitors import ToVibes
import numpy as np
if __name__ == '__main__':
params = {'color_in': '#888888[#444444]', 'color_out':
'#888888[#DDDDDD]', 'color_maybe': '#888888[w]'}
vibes.beginDrawing()
P = IntervalVector(2, [-4, 4])
A = Paving(P,BoolInterval(YES))
f = Function("x", "y", "x^2 + y^2")
pdcA = pyPdcIn(f, IntervalVector(1, [0, 3]), IntervalVector(1, [4, 1000]))
A.Sivia(pdcA,ibex.op_And,0.03);
A.visit(ToVibes(10, "Aset"))
B = Paving(P,BoolInterval(YES));
f = Function("x[2]", 'x[0]^2 + (1 + x[1])^2 + (x[0] + x[1])^2')
pdcB = pyPdcIn(f, IntervalVector(1, [0, 3]), IntervalVector(1, [6, 10000]))
B.Sivia(pdcB,ibex.op_And,0.03);
B.visit(ToVibes(10, "Bset"))
AmoinsB = Paving(P, MAYBE);
op_binaire(AmoinsB,A,B,ibex.op_Restrict);
AmoinsB.visit(ToVibes(10, "AmoinsB"))
from pyIbex import BoolInterval, CmpOp, PdcAnd, PdcOr, PdcNot, op_binaire, op_unaire, op_Restrict, op_Not
from vibes import vibes
import pyIbex as ibex
from pyPredicate import pyPdcIn
from pyVisitors import ToVibes
import numpy as np
if __name__ == '__main__':
params = {'color_in': '#888888[#444444]', 'color_out':
'#888888[#DDDDDD]', 'color_maybe': '#888888[w]'}
vibes.beginDrawing()
P = IntervalVector(2, [-4, 4])
X = Paving(P,BoolInterval(YES))
f = Function("x", "y", "x^2 + y^2")
pdcX = pyPdcIn(f, IntervalVector(1, [0, 3]), IntervalVector(1, [4, 1000]))
X.Sivia(pdcX,ibex.op_And,0.03);
X.visit(ToVibes(10, "X"))
B_in = Paving(P,BoolInterval(YES));
f = Function("x[2]", '(x[0]-0.5)^2 + x[1]^2')
pdcB_in = pyPdcIn(f, IntervalVector(1, [0, 0.03]))
B_in.Sivia(pdcB_in,ibex.op_And,0.03);
B_in.visit(ToVibes(10, "B_in"))
B_out = Paving(P,BoolInterval(YES));
f = Function("x[2]", '(x[0]-1)^2 + (x[1]-1)^2')
pdcB_out = pyPdcIn(f, IntervalVector(1, [0, 0.15]))
B_out.Sivia(pdcB_out,ibex.op_And,0.03);
from pyPredicate import pyPdcIn, pyPdcTransform, pyPdcInSet
from pyVisitors import ToVibes
import numpy as np
import math
if __name__ == '__main__':
params = {
'color_in': '#888888[#444444]',
'color_out': '#888888[#DDDDDD]',
'color_maybe': '#888888[w]'
}
vibes.beginDrawing()
P = IntervalVector(2, [-4, 4])
A = Paving(P, YES)
X = Paving(P, MAYBE)
B_in = Paving(P, YES)
B_out = Paving(P, YES)
eps = 0.02
f = Function("x", "y", "x^2 + y^2")
ThickDisk = pyPdcIn(f, IntervalVector(1, [0, 3]))
f = Function("x[2]", '(x[0]-0.5)^2 + x[1]^2')
Pastille_in = pyPdcIn(f, IntervalVector(1, [0, 0.3]))
f = Function("x[2]", '(x[0]-1)^2 + (x[1]-1)^2')
Pastille_out = pyPdcIn(f, IntervalVector(1, [0, 0.15]))
A.Sivia(ThickDisk, op_And, eps)
A.visit(ToVibes(10, "A"))
from pyIbex import Set_Contractor_Subset, Set_Contractor_Disjoint
from vibes import vibes
import pyIbex as ibex
from pyPredicate import pyPdcIn, pyPdcTransform, pyPdcInSet
from pyVisitors import ToVibes
import numpy as np
import math
if __name__ == '__main__':
params = {'color_in': '#888888[#444444]', 'color_out':
'#888888[#DDDDDD]', 'color_maybe': '#888888[w]'}
vibes.beginDrawing()
P = IntervalVector(2, [-4, 4])
A = Paving(P,YES);
X = Paving(P,MAYBE);
B_in = Paving(P,YES);
B_out = Paving(P,YES);
eps = 0.02
f = Function("x", "y", "x^2 + y^2")
ThickDisk = pyPdcIn(f, IntervalVector(1, [0, 3]))
f = Function("x[2]", '(x[0]-0.5)^2 + x[1]^2')
Pastille_in = pyPdcIn(f, IntervalVector(1, [0, 0.3]))
f = Function("x[2]", '(x[0]-1)^2 + (x[1]-1)^2')
Pastille_out = pyPdcIn(f, IntervalVector(1, [0, 0.15]))
A.Sivia(ThickDisk,op_And,eps);
A.visit(ToVibes(10, "A"))