shamrock.math#

Shamrock math library.

Functions

`derivative_3point_backward`
`derivative_3point_forward`
`derivative_5point_midpoint`
`derivative_centered`
`derivative_upwind`
`estim_deriv_step`	Estim the correct step to use for a given order when using derivatives
`euler_ode`	Solve ODE with Euler method start : Lower bound of integration end : Higher bound of integration step : Step of integration ode : Ode function x0 : Initial coordinate u0 : Initial value
`get_ideal_hcp_box`
`get_identity_f64_4x4`
`get_periodic_hcp_box`	Get the periodic box corresponding to integer lattice coordinates this function will throw if the coordinates asked cannot make a periodic lattice
`least_squares`	Fit data with a given function by least squares method f: Function (1d values) X: $x$ Data to fit Y: $y$ Data to fit p0: Initial parameters estimated
`mat_mul`
`mat_set_identity`

Classes

`AABB_f64_3`
`Ray_f64_3`
`RingRay_f64_3`
`SymTensor3d_1_f64`
`SymTensor3d_2_f64`
`SymTensor3d_3_f64`
`SymTensor3d_4_f64`
`SymTensor3d_5_f64`
`SymTensorCollection_f64_0_0`
`SymTensorCollection_f64_0_1`
`SymTensorCollection_f64_0_2`
`SymTensorCollection_f64_0_3`
`SymTensorCollection_f64_0_4`
`SymTensorCollection_f64_0_5`
`SymTensorCollection_f64_1_1`
`SymTensorCollection_f64_1_2`
`SymTensorCollection_f64_1_3`
`SymTensorCollection_f64_1_4`
`SymTensorCollection_f64_1_5`
`f64_4x4`
`paving_function_general_3d`
`paving_function_general_3d_shear_x`
`paving_function_periodic_3d`