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Biogeme: Python Library
2.5
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Functions | |
| def | boxcox.boxcox (x, l) |
| Implements the Box-Cox transform of a variable. More... | |
| def | legendre.legendre00 (x) |
| Implements the transformed Legendre polynomials of degree 0
. More... | |
| def | legendre.legendre01 (x) |
| Implements the transformed Legendre polynomials of degree 1
. More... | |
| def | legendre.legendre02 (x) |
| Implements the transformed Legendre polynomials of degree 2
. More... | |
| def | legendre.legendre03 (x) |
| Implements the transformed Legendre polynomials of degree 3
. More... | |
| def | legendre.legendre04 (x) |
| Implements the transformed Legendre polynomials of degree 4. More... | |
| def | legendre.legendre05 (x) |
| Implements the transformed Legendre polynomials of degree 5. More... | |
| def | legendre.legendre06 (x) |
| Implements the transformed Legendre polynomials of degree 6. More... | |
| def | legendre.legendre07 (x) |
| Implements the transformed Legendre polynomials of degree 7. More... | |
| def boxcox.boxcox | ( | x, | |
| l | |||
| ) |
| def legendre.legendre00 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 0
![\[ L_0(x) = 1 \]](form_48.png)
.
| x | argument of the polynomial |
Definition at line 9 of file legendre.py.
| def legendre.legendre01 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 1
![\[ L_1(x)=\sqrt{3}(2x-1) \]](form_49.png)
.
| x | argument of the polynomial |
Definition at line 16 of file legendre.py.
| def legendre.legendre02 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 2
![\[ L_2(x)=\sqrt{5}(6x^2-6x+1) \]](form_50.png)
.
| x | argument of the polynomial |
Definition at line 23 of file legendre.py.
| def legendre.legendre03 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 3
![\[ L_3(x)=\sqrt{7}(20 x^3 30 x^2+12x-1) \]](form_51.png)
.
| x | argument of the polynomial |
Definition at line 30 of file legendre.py.
| def legendre.legendre04 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 4.
| x | argument of the polynomial |
Definition at line 37 of file legendre.py.
| def legendre.legendre05 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 5.
| x | argument of the polynomial |
Definition at line 47 of file legendre.py.
| def legendre.legendre06 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 6.
| x | argument of the polynomial |
Definition at line 57 of file legendre.py.
| def legendre.legendre07 | ( | x | ) |
Implements the transformed Legendre polynomials of degree 7.
| x | argument of the polynomial |
Definition at line 67 of file legendre.py.
parameter of the transformation ![\[ \frac{x^\lambda - 1 }{\lambda} \]](form_31.png)