LSSTApplications  17.0+11,17.0+34,17.0+56,17.0+57,17.0+59,17.0+7,17.0-1-g377950a+33,17.0.1-1-g114240f+2,17.0.1-1-g4d4fbc4+28,17.0.1-1-g55520dc+49,17.0.1-1-g5f4ed7e+52,17.0.1-1-g6dd7d69+17,17.0.1-1-g8de6c91+11,17.0.1-1-gb9095d2+7,17.0.1-1-ge9fec5e+5,17.0.1-1-gf4e0155+55,17.0.1-1-gfc65f5f+50,17.0.1-1-gfc6fb1f+20,17.0.1-10-g87f9f3f+1,17.0.1-11-ge9de802+16,17.0.1-16-ga14f7d5c+4,17.0.1-17-gc79d625+1,17.0.1-17-gdae4c4a+8,17.0.1-2-g26618f5+29,17.0.1-2-g54f2ebc+9,17.0.1-2-gf403422+1,17.0.1-20-g2ca2f74+6,17.0.1-23-gf3eadeb7+1,17.0.1-3-g7e86b59+39,17.0.1-3-gb5ca14a,17.0.1-3-gd08d533+40,17.0.1-30-g596af8797,17.0.1-4-g59d126d+4,17.0.1-4-gc69c472+5,17.0.1-6-g5afd9b9+4,17.0.1-7-g35889ee+1,17.0.1-7-gc7c8782+18,17.0.1-9-gc4bbfb2+3,w.2019.22
LSSTDataManagementBasePackage
generator.py
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1 from builtins import range, object
2 from .constants import HERMITE, LAGUERRE, computeSize
3 
4 __all__ = ['IndexGenerator', 'HermiteIndexGenerator', 'LaguerreIndexGenerator']
5 
6 
8  """Base class for shapelet index generators.
9 
10  Parameters
11  ----------
12  order: `int`
13  Order of the function indices to generate.
14  """
15 
16  __slots__ = "order", "size"
17 
18  def __init__(self, order):
19  self.order = order
20  self.size = computeSize(self.order)
21 
22  @staticmethod
23  def make(self, order, basisType):
24  if basisType == HERMITE:
25  return HermiteIndexGenerator(order)
26  elif basisType == LAGUERRE:
27  return LaguerreIndexGenerator(order)
28 
29  def __len__(self):
30  return self.size
31 
32 
34  """Iterable that generates tuples of indices.
35 
36  Yields
37  ------
38  i : `int`
39  the overall coefficient index for a 2-d shapelet expansion (just counts from zero)
40  nx : `int`
41  the order of the x expansion
42  ny : `int`
43  the order of the y expansion
44  """
45 
46  def __iter__(self):
47  i = 0
48  for n in range(0, self.order+1):
49  for nx in range(0, n+1):
50  yield (i, nx, n - nx)
51  i += 1
52 
53 
55  """Iterable that generates tuples of indices.
56 
57  Yields
58  ------
59  i : `int`
60  the overall coefficient index for a 2-d shapelet expansion (just counts from zero)
61  p, q : `int`
62  indices of the polar shapelet expansion (see BasisTypeEnum).
63  re : `bool`
64  True, if this is the real part of the coefficient.
65  """
66 
67  def __iter__(self):
68  i = 0
69  for n in range(0, self.order+1):
70  p = n
71  q = 0
72  while p > q:
73  yield (i, p, q, True)
74  i += 1
75  yield (i, p, q, False)
76  i += 1
77  p -= 1
78  q += 1
79  if p == q:
80  yield (i, p, q, True)
81  i += 1
int computeSize(int order)
Return the size of the coefficient vector for the given order.
Definition: constants.h:97
def make(self, order, basisType)
Definition: generator.py:23