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test-moves.py
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test-moves.py
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from src.kgraph import ColoredDigraph
from src.moves import *
from src.io import load_kgraph
from copy import deepcopy
import sys
cases = [(S, "(S)",
SInverse, "(S)^{-1}"),
(SInverse, "(S)^{-1}",
S, "(S)"),
(R, "(R)",
RInverse, "(R)^{-1}"),
(RInverse, "(R)^{-1}",
R, "(R)"),
(I, "(I)",
IInverse, "(I)^{-1}"),
(IInverse, "(I)^{-1}",
I, "(I)"),
(O, "(O)",
OInverse, "(O)^{-1}"),
(OInverse, "(O)^{-1}",
O, "(O)"),
(C, "(C)",
CInverse, "(C)^{-1}"),
(CInverse, "(C)^{-1}",
C, "(C)"),
(P, "(P)",
PInverse, "(P)^{-1}"),
(PInverse, "(P)^{-1}",
P, "(P)")]
print("="*100)
print("moves/ module unit test\n")
g = load_kgraph(sys.argv[1])
for template, token, inverse_template, inverse_token in cases:
print("move", token)
print(f"initial graph:\n{g.to_string()}")
move = template(g)
viable_components = move.viable
for c in viable_components:
operator = move(c)
m_g, inverse_c = operator(deepcopy(g))
print(f"{token} at {c}:\n{m_g.to_string()}")
print("inverse token:", inverse_c)
inverse_move = inverse_template(m_g)
inverse_operator = inverse_move(inverse_c)
id_g, id_c = inverse_operator(m_g)
print(f"{inverse_token} at {inverse_c}, {c} -> {id_c}:\n{id_g.to_string()}")
"""
def main():
print("moves/ module unit test\n")
print("MOVE (S)")
g = ColoredDigraph(vertices=[1,2,3],
edges=[(1,2,0),
(1,3,0),
(3,2,0)],
k=1)
print(" pre graph")
print(g.to_string())
S_g = S(g)
print(" viable components")
print(S_g.viable)
print(" post graph")
print(S_g(S_g.viable[0])(g).to_string())
print("MOVE (S)^{-1}")
g = ColoredDigraph(vertices=[1,2,3],
edges=[(1,2,0),
(1,3,0),
(3,2,0)],
k=1)
print(" pre graph")
print(g.to_string())
SInverse_g = SInverse(g)
print(" viable components")
print(SInverse_g.viable)
print(" post graph")
print(SInverse_g(S_g.viable)(g).to_string())
print("MOVE (R)")
g = ColoredDigraph(vertices=[1,2,3],
edges=[(1,2,0),
(1,3,0),
(3,2,0)],
k=1)
print(" pre graph")
print(g.to_string())
R_g = R(g)
print(" viable components")
print(R_g.viable)
print(" post graph")
print(R_g(R_g.viable[0])(g).to_string())
print("MOVE (R)^{-1}")
g = ColoredDigraph(vertices=[1,2,3],
edges=[(1,2,0),
(1,3,0),
(3,2,0)],
k=1)
print(" pre graph")
print(g.to_string())
RInverse_g = RInverse(g)
print(" viable components")
print(RInverse_g.viable)
print(" post graph")
print(RInverse_g(RInverse_g.viable[0])(g).to_string())
print("MOVE (I)")
g = ColoredDigraph(vertices=[1,2,3,4],
edges=[(1,2,0),
(1,3,0),
(2,2,0),
(3,2,0),
(2,4,0)],
k=1)
print(" pre graph")
print(g.to_string())
I_g = I(g)
print(" viable components")
print(I_g.viable)
print(" post graph")
print(I_g(I_g.viable[0])(g).to_string())
print("MOVE (I)^{-1}")
print(" pre graph")
print(g.to_string())
IInverse_g = IInverse(g)
print(" viable components")
print(IInverse_g.viable)
print(" post graph")
print(IInverse_g(IInverse_g.viable[0])(g).to_string())
print("MOVE (O)")
g = ColoredDigraph(vertices=[1,2,3,4],
edges=[(2,1,0),
(3,1,0),
(2,2,0),
(2,3,0),
(4,2,0)],
k=1)
print(" pre graph")
print(g.to_string())
O_g = O(g)
print(" viable components")
print(O_g.viable)
print(" post graph")
print(O_g(O_g.viable[0])(g).to_string())
print("MOVE (O)^{-1}")
print(" pre graph")
print(g.to_string())
OInverse_g = OInverse(g)
print(" viable components")
print(OInverse_g.viable)
print(" post graph")
print(OInverse_g(OInverse_g.viable[0])(g).to_string())
print("MOVE (C)")
g = ColoredDigraph(vertices=[1],
edges=[(1,1,0),
(1,1,0)],
k=1)
print(" pre graph")
print(g.to_string())
C_g = C(g)
print(" viable components")
print(C_g.viable)
print(" graph (C)")
print(C_g(C_g.viable[-1])(g).to_string())
C_g = C(g)
print(" viable components")
print(C_g.viable)
print(" graph (C) (C)")
print(C_g(C_g.viable[-1])(g).to_string())
C_g = C(g)
print(" viable components")
print(C_g.viable)
print(" graph (C) (C) (C)")
print(C_g(C_g.viable[-1])(g).to_string())
print("MOVE (C)^{-1}")
print(" pre graph")
print(g.to_string())
CInverse_g = CInverse(g)
print(" viable components")
print(CInverse_g.viable)
print(" graph (C)^{-1}")
print(CInverse_g(CInverse_g.viable[0])(g).to_string())
CInverse_g = CInverse(g)
print(" viable components")
print(CInverse_g.viable)
print(" graph (C)^{-1} (C)^{-1}")
print(CInverse_g(CInverse_g.viable[0])(g).to_string())
CInverse_g = CInverse(g)
print(" viable components")
print(CInverse_g.viable)
print(" graph (C)^{-1} (C)^{-1} (C)^{-1}")
print(CInverse_g(CInverse_g.viable[0])(g).to_string())
print("MOVE (P)")
g = ColoredDigraph(vertices=[1,2,3,4],
edges=[(1,1,0),
(1,1,0),
(2,1,0),
(2,2,0),
(3,1,0),
(3,3,0),
(4,1,0),
(4,4,0)],
k=1)
print(" pre graph")
print(g.to_string())
P_g = P(g)
print(" viable components")
print(P_g.viable)
print(" graph (P)")
print(P_g(P_g.viable[-1])(g).to_string())
P_g = P(g)
print(" viable components")
print(P_g.viable)
print(" graph (P) (P)")
print(P_g(P_g.viable[-1])(g).to_string())
P_g = P(g)
print(" viable components")
print(P_g.viable)
print(" graph (P) (P) (P)")
print(P_g(P_g.viable[-1])(g).to_string())
print("MOVE (P)^{-1}")
print(" pre graph")
print(g.to_string())
PInverse_g = PInverse(g)
print(" viable components")
print(PInverse_g.viable)
print(" graph (P)^{-1}")
print(PInverse_g(PInverse_g.viable[-1])(g).to_string())
PInverse_g = PInverse(g)
print(" viable components")
print(PInverse_g.viable)
print(" graph (P)^{-1} (P)^{-1}")
print(PInverse_g(PInverse_g.viable[-1])(g).to_string())
PInverse_g = PInverse(g)
print(" viable components")
print(PInverse_g.viable)
print(" graph (P)^{-1} (P)^{-1} (P)^{-1}")
print(PInverse_g(PInverse_g.viable[-1])(g).to_string())
if __name__ == "__main__":
main()
"""