View Source Nx.Defn.Composite (Nx v0.7.1)

Functions to deal with composite data types.

Composite data-types are traversed according to Nx.Container. If a regular tensor is given, it is individually traversed. Numerical values, such as integers, floats, and complex numbers are not normalized before hand. Use Nx.to_tensor/1 to do so.

The functions in this module can be used both inside and outside defn. Note that, when a value is given to defn, it is first converted to tensors and containers via Nx.LazyContainer. Inside defn, there are no lazy containers, only containers.

Summary

Functions

compatible?(left, right, fun)

Traverses two composite types to see if they are compatible.

count(tree)

Counts the number of non-composite types in the composite type.

flatten_list(args, tail \\ [])

Flattens recursively the given list of composite types.

reduce(expr, acc, fun)

Reduces recursively the given composite types with acc and fun.

traverse(expr, fun)

Traverses recursively the given composite types with fun.

traverse(expr, acc, fun)

Traverses recursively the given composite types with acc and fun.

Functions

compatible?(left, right, fun)

Traverses two composite types to see if they are compatible.

Non-tensor values are first compared using Nx.LazyContainer and then, if not available, as Nx.Container.

For non-composite types, the given fun will be called to compare numbers/tensors pairwise.

count(tree)

Counts the number of non-composite types in the composite type.

Examples

iex> Nx.Defn.Composite.count(123)
1
iex> Nx.Defn.Composite.count({1, {2, 3}})
3
iex> Nx.Defn.Composite.count({Complex.new(1), {Nx.tensor(2), 3}})
3

flatten_list(args, tail \\ [])

Flattens recursively the given list of composite types.

Elements that are not tensors (i.e. numbers and Complex numbers) are kept as is unless a custom function is given.

Examples

iex> Nx.Defn.Composite.flatten_list([1, {2, 3}])
[1, 2, 3]

iex> Nx.Defn.Composite.flatten_list([1, {2, 3}], [Nx.tensor(4)])
[1, 2, 3, Nx.tensor(4)]

reduce(expr, acc, fun)

Reduces recursively the given composite types with acc and fun.

If composite tensor expressions are given, such as a tuple, the composite type is recursively traversed and returned.

If a non-composite tensor expression is given, the function is invoked for it but not for its arguments.