Allows to deal with power series which coefficients contain uncertainties
Project description
This package allows to deal with power series which coefficients contain uncertainties.
It is build on top of uncertainties python package (see here).
Scope
- For now the following fuctions are available:
series addition and subtraction
comparision (greater than, less than)
series multiplication
series inversion, i.e. Z(g) ➝ 1/Z(g)
series division (in the assumption that all powers are non-negative)
exponentiation
analitic differentiation
substitution, i.e. calculation of a series Z(g) at the point g₀ to a number with uncertainty
approximation
some technical functions: pprint, save [to file],
Example
Assume two series:
Z₁(g) = 1.00(30) + 2.0000(30) g
Z₂(g) = -1.0(4) - 2.000(4) g + 999.00(10) g²
Then Z₁+Z₂ = 0.0(5) + 0.000(5) g + 999.00(10) g²
from unseries import Series
z1 = Series(2, {0: ufloat(1, 0.3), 1: ufloat(2, .003)})
z2 = Series(3, {0: ufloat(-1, 0.4), 1: ufloat(-2, .004), 2: ufloat(999, .1)})
print z1 + z2
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