polyhedron = self.polyhedron
for x, xprime, dx in zip(self.range_symbols, self.domain_symbols, delta_symbols):
polyhedron &= Eq(dx, xprime - x)
- polyhedron = polyhedron.project_out(self.symbols)
+ polyhedron = polyhedron.project(self.symbols)
equalities, inequalities = [], []
for equality in polyhedron.equalities:
equality += (k-1) * equality.constant
inequality += (k-1) * inequality.constant
inequalities.append(inequality)
polyhedron = Polyhedron(equalities, inequalities) & Ge(k, 0)
- polyhedron = polyhedron.project_out([k])
+ polyhedron = polyhedron.project([k])
for x, xprime, dx in zip(self.range_symbols, self.domain_symbols, delta_symbols):
polyhedron &= Eq(dx, xprime - x)
- polyhedron = polyhedron.project_out(delta_symbols)
+ polyhedron = polyhedron.project(delta_symbols)
return Transformer(polyhedron, self.range_symbols, self.domain_symbols)