DifferentialSystem

Symbolica documentation for getting started, symbolic expressions, numerical evaluation, pattern matching, and APIs in Python and Rust.

`DifferentialSystem`

class DifferentialSystem

Regular-point rational differential equation dY/dx = A(x)Y.

Attributes

Name	Description
`matrix`
`variable`

`matrix`

DifferentialSystem.matrix: builtins.list[builtins.list[Expression]]

`variable`

DifferentialSystem.variable: Expression

Methods

Name	Description
`__new__`
`blocks`
`change_basis`
`transport`	Fixed-precision continuation

`new`

DifferentialSystem.__new__(
    variable: Expression,
    matrix: typing.Sequence[typing.Sequence[Expression]],
) -> DifferentialSystem

`blocks`

DifferentialSystem.blocks() -> builtins.list[builtins.list[builtins.int]]

`change_basis`

DifferentialSystem.change_basis(matrix: typing.Sequence[typing.Sequence[Expression]]) -> DifferentialSystem

`transport`

DifferentialSystem.transport(
    boundary: BoundaryData,
    waypoints: typing.Sequence[ComplexFloat | Float | builtins.int | builtins.float | builtins.str | decimal.Decimal | builtins.complex | tuple[Float | builtins.int | builtins.float | builtins.str | decimal.Decimal, Float | builtins.int | builtins.float | builtins.str | decimal.Decimal]],
    *,
    parameters: typing.Optional[typing.Mapping[Expression, ComplexFloat | Float | builtins.int | builtins.float | builtins.str | decimal.Decimal | builtins.complex | tuple[Float | builtins.int | builtins.float | builtins.str | decimal.Decimal, Float | builtins.int | builtins.float | builtins.str | decimal.Decimal]]] = None,
    options: typing.Optional[EvaluationOptions] = None,
    control: typing.Optional[ComputationControl] = None,
) -> TransportResult

Fixed-precision continuation. Returned diagnostics do not certify a global error bound.