I claim there is currently a mathematical mistake in the way the
"is_real_root" method in the file root_lattice_realizations.py is
implemented. There is also a parallel mistake in "is_imaginary_root". Let
me illustrate with an example:
sage: R = RootSystem(["A",2,1]).weight_lattice()
sage: alph
Ideally, I would like to define a subclass of Partition called MyPartition and
include all my custom methods. I think this is a standard way to extend
libraries, but for some reason this doesn't work at all. Is there a solution
that is more in the spirit of subclassing?
--
You received this me
I literally wrote the following at the top of my module:
#\lambda^(i) from Carrell-Goulding paper
def i_part(self,i):
if i==0:
return self
elif i<0:
return (self.conjugate().i_part(-i)).conjugate()
zero_one_sequence = self.zero_one_sequence()
num_ones = zero_one_seq
Hello,
I want to know the best practices for extending the functionality of a sage
class. For example, I would like to add the following method to the
Partition class in sage:
#\lambda^(i) from Carrell-Goulding paper
def i_part(self,i):
if i==0:
return self
elif i<0:
ret
