def step(context):
from dcprogs.likelihood import find_root_intervals
try:
find_root_intervals(context.determinant, **context.parameters)
except:
context.noerror = False
else:
context.noerror = True
def step(context, resolution): from numpy import min from dcprogs.likelihood import find_root_intervals_brute_force, find_root_intervals if hasattr(context, "exception"): raise context.exception roots = find_root_intervals(context.equation) mini = min([r[0] for r in roots]) context.intervals_brute_force = find_root_intervals_brute_force(context.equation, resolution, 2*mini) context.resolution = resolution
def step(context, resolution):
from numpy import min
from dcprogs.likelihood import find_root_intervals_brute_force, find_root_intervals
if hasattr(context, "exception"): raise context.exception
roots = find_root_intervals(context.equation)
mini = min([r[0] for r in roots])
context.intervals_brute_force = find_root_intervals_brute_force(
context.equation, resolution, 2 * mini)
context.resolution = resolution
def step(context): from dcprogs.likelihood import find_root_intervals if hasattr(context, "exception"): raise context.exception context.intervals = find_root_intervals(context.equation)
def step(context): from dcprogs.likelihood import find_root_intervals try: find_root_intervals(context.determinant, **context.parameters) except: context.noerror = False else: context.noerror = True
[ 0, 0, 10, 0, -10] ], 2)
det = DeterminantEq(qmatrix, 1e-4);
upper_bound = find_upper_bound_for_roots(det);
lower_bound = find_lower_bound_for_roots(det);
get_eigenvalues = lambda s: eig(det.H(s))[0].T
assert all(get_eigenvalues(lower_bound) > lower_bound)
assert all(get_eigenvalues(upper_bound) < upper_bound)
print("Root Determination\n" \
"==================\n\n" \
" * Interval containing roots: {lower}, {upper}\n" \
" * Eigenvalues of H at lower bound: {eiglow}\n" \
" * Eigenvalues of H at upper bound: {eigup}\n" \
.format( lower=lower_bound, upper=upper_bound,
eiglow = get_eigenvalues(lower_bound),
eigup = get_eigenvalues(upper_bound) ))
intervals = find_root_intervals(det, lower_bound, upper_bound)
for (start, end), multiplicity in intervals:
root, iterations, function_calls = brentq(det, start, end)
print(" * Root interval: [{0}, {1}]\n"
" Corresponding root: {2}\n".format(start, end, root))
roots = find_roots(det);
print(" * All roots: {0}\n".format([root for root, multiplicity in roots]))
def step(context):
from dcprogs.likelihood import find_root_intervals
if hasattr(context, "exception"): raise context.exception
context.intervals = find_root_intervals(context.equation)
