LSST Applications g180d380827+0f66a164bb,g2079a07aa2+86d27d4dc4,g2305ad1205+7d304bc7a0,g29320951ab+500695df56,g2bbee38e9b+0e5473021a,g337abbeb29+0e5473021a,g33d1c0ed96+0e5473021a,g3a166c0a6a+0e5473021a,g3ddfee87b4+e42ea45bea,g48712c4677+36a86eeaa5,g487adcacf7+2dd8f347ac,g50ff169b8f+96c6868917,g52b1c1532d+585e252eca,g591dd9f2cf+c70619cc9d,g5a732f18d5+53520f316c,g5ea96fc03c+341ea1ce94,g64a986408d+f7cd9c7162,g858d7b2824+f7cd9c7162,g8a8a8dda67+585e252eca,g99cad8db69+469ab8c039,g9ddcbc5298+9a081db1e4,ga1e77700b3+15fc3df1f7,gb0e22166c9+60f28cb32d,gba4ed39666+c2a2e4ac27,gbb8dafda3b+c92fc63c7e,gbd866b1f37+f7cd9c7162,gc120e1dc64+02c66aa596,gc28159a63d+0e5473021a,gc3e9b769f7+b0068a2d9f,gcf0d15dbbd+e42ea45bea,gdaeeff99f8+f9a426f77a,ge6526c86ff+84383d05b3,ge79ae78c31+0e5473021a,gee10cc3b42+585e252eca,gff1a9f87cc+f7cd9c7162,w.2024.17
LSST Data Management Base Package
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generator.py
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1from ._shapeletLib import HERMITE, LAGUERRE, computeSize
2
3__all__ = ['IndexGenerator', 'HermiteIndexGenerator', 'LaguerreIndexGenerator']
4
5
7 """Base class for shapelet index generators.
8
9 Parameters
10 ----------
11 order: `int`
12 Order of the function indices to generate.
13 """
14
15 __slots__ = "order", "size"
16
17 def __init__(self, order):
18 self.order = order
19 self.size = computeSize(self.order)
20
21 @staticmethod
22 def make(self, order, basisType):
23 if basisType == HERMITE:
24 return HermiteIndexGenerator(order)
25 elif basisType == LAGUERRE:
26 return LaguerreIndexGenerator(order)
27
28 def __len__(self):
29 return self.size
30
31
33 """Iterable that generates tuples of indices.
34
35 Yields
36 ------
37 i : `int`
38 the overall coefficient index for a 2-d shapelet expansion (just counts from zero)
39 nx : `int`
40 the order of the x expansion
41 ny : `int`
42 the order of the y expansion
43 """
44
45 def __iter__(self):
46 i = 0
47 for n in range(0, self.order+1):
48 for nx in range(0, n+1):
49 yield (i, nx, n - nx)
50 i += 1
51
52
54 """Iterable that generates tuples of indices.
55
56 Yields
57 ------
58 i : `int`
59 the overall coefficient index for a 2-d shapelet expansion (just counts from zero)
60 p, q : `int`
61 indices of the polar shapelet expansion (see BasisTypeEnum).
62 re : `bool`
63 True, if this is the real part of the coefficient.
64 """
65
66 def __iter__(self):
67 i = 0
68 for n in range(0, self.order+1):
69 p = n
70 q = 0
71 while p > q:
72 yield (i, p, q, True)
73 i += 1
74 yield (i, p, q, False)
75 i += 1
76 p -= 1
77 q += 1
78 if p == q:
79 yield (i, p, q, True)
80 i += 1