Expand description
Mathematics library.
Modules§
- Integration and ODEs.
- Interpolation schemes.
- Optimization and root finding.
- Special functions.
Structs§
- A square matrix.
- A list of tensors of rank 0 (a list of scalars).
- A d-dimensional tensor of rank 1.
- A d-dimensional tensor of rank 2.
- A d-dimensional tensor of rank 3.
- A d-dimensional tensor of rank 4.
- A list of d-dimensional tensors of rank 1.
- A 2D list of d-dimensional tensors of rank 1.
- A vector of d-dimensional tensors of rank 1.
- A list of d-dimensional tensors of rank 2.
- A 2D list of d-dimensional tensors of rank 2.
- A vector of d-dimensional tensors of rank 2.
- A 2D vector of d-dimensional tensors of rank 2.
- A list of d-dimensional tensors of rank 3.
- A 2D list of d-dimensional tensors of rank 3.
- A 3D list of d-dimensional tensors of rank 3.
- A list of d-dimensional tensor of rank 4.
- A vector.
Constants§
Traits§
- A value-to-value conversion that does not consume the input value.
- Common methods for Hessians.
- Common methods for rank-2 tensors.
- Common methods for tensors.
- Common methods for tensors derived from arrays.
- Common methods for tensors derived from Vec.
Functions§
- Returns the rank-3 Levi-Civita symbol.
- Returns the rank-1 zero tensor as a constant.
Type Aliases§
- A tensor of rank 0 (a scalar).