def q_expansion(self, prec_max=10):
# Display the q-expansion, truncating to precision prec_max. Will be inside \( \).
if self.has_exact_qexp:
prec = min(self.qexp_prec, prec_max)
if self.dim == 1:
s = web_latex_split_on_pm(web_latex(coeff_to_power_series([self.qexp[n][0] for n in range(prec)],prec=prec),enclose=False))
else:
s = self.eigs_as_seqseq_to_qexp(prec)
return s
else:
return coeff_to_power_series([0,1], prec=2)._latex_()
def trace_expansion(self, prec_max=10):
prec = min(len(self.traces) + 1, prec_max)
return web_latex_split_on_pm(
web_latex(coeff_to_power_series([0] + self.traces[:prec - 1],
prec=prec),
enclose=False))
def trace_expansion(self, prec_max=10):
prec = min(self.texp_prec, prec_max)
s = web_latex_split_on_pm(web_latex(coeff_to_power_series(self.texp[:prec], prec=prec), enclose=False))
if too_big(self.texp[:prec], 10**24):
s = make_bigint(s)
return s
def trace_expansion_generic(space, prec_max=10):
prec = min(len(space.traces) + 1, prec_max)
return web_latex(coeff_to_power_series([0] + space.traces[:prec - 1],
prec=prec),
enclose=True)
def trace_expansion(self, prec_max=10):
prec = min(self.texp_prec, prec_max)
return web_latex_split_on_pm(web_latex(coeff_to_power_series(self.texp[:prec], prec=prec), enclose=False))
def trace_expansion(self, prec_max=10):
prec = min(len(self.traces)+1, prec_max)
return web_latex_split_on_pm(web_latex(coeff_to_power_series([0] + self.traces[:prec-1],prec=prec),enclose=False))