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Neural Networks API

The Android Neural Networks API (NNAPI) is an Android C API designed for running computationally intensive operations for machine learning on mobile devices. NNAPI is designed to provide a base layer of functionality for higher-level machine learning frameworks (such as TensorFlow Lite, Caffe2, or others) that build and train neural networks. The API is available on all devices running Android 8.1 (API level 27) or higher.

NNAPI supports inferencing by applying data from Android devices to previously trained, developer-defined models. Examples of inferencing include classifying images, predicting user behavior, and selecting appropriate responses to a search query.

On-device inferencing has many benefits:

There are also trade-offs that a developer should keep in mind:

Understanding the Neural Networks API runtime

NNAPI is meant to be called by machine learning libraries, frameworks, and tools that let developers train their models off-device and deploy them on Android devices. Apps typically would not use NNAPI directly, but would instead directly use higher-level machine learning frameworks. These frameworks in turn could use NNAPI to perform hardware-accelerated inference operations on supported devices.

Based on the app’s requirements and the hardware capabilities on a device, Android’s neural networks runtime can efficiently distribute the computation workload across available on-device processors, including dedicated neural network hardware, graphics processing units (GPUs), and digital signal processors (DSPs).

For devices that lack a specialized vendor driver, the NNAPI runtime relies on optimized code to execute requests on the CPU.

The diagram below shows a high-level system architecture for NNAPI.

Figure 1. System architecture for Android Neural Networks API

Neural Networks API programming model

To perform computations using NNAPI, you first need to construct a directed graph that defines the computations to perform. This computation graph, combined with your input data (for example, the weights and biases passed down from a machine learning framework), forms the model for NNAPI runtime evaluation.

NNAPI uses four main abstractions:

The following diagram shows the basic programming flow.

Figure 2. Programming flow for Android Neural Networks API

The rest of this section describes the steps to set up your NNAPI model to perform computation, compile the model, and execute the compiled model.

Providing access to training data

Your trained weights and biases data are likely stored in a file. To provide the NNAPI runtime with efficient access to this data, create a ANeuralNetworksMemory instance by calling the ANeuralNetworksMemory_createFromFd() function, and passing in the file descriptor of the opened data file.

You can also specify memory protection flags and an offset where the shared memory region starts in the file.

// Create a memory buffer from the file that contains the trained data.
ANeuralNetworksMemory* mem1 = NULL;
int fd = open("training_data", O_RDONLY);
ANeuralNetworksMemory_createFromFd(file_size, PROT_READ, fd, 0, &mem1);

Although in this example we use only one ANeuralNetworksMemory instance for all our weights, it’s possible to use more than one ANeuralNetworksMemory instance for multiple files.


A model is the fundamental unit of computation in NNAPI. Each model is defined by one or more operands and operations.


Operands are data objects used in defining the graph. These include the inputs and outputs of the model, the intermediate nodes that contain the data that flows from one operation to the other, and the constants that are passed to these operations.

There are two types of operands that can be added to NNAPI models: scalars and tensors.

A scalar represents a single number. NNAPI supports scalar values in 32-bit floating point, 32-bit integer, and unsigned 32-bit integer format.

Most operations with NNAPI involve tensors. Tensors are n-dimensional arrays. NNAPI supports tensors with 32-bit integer, 32-bit floating point, and 8-bit quantized values.

For example, the diagram below represents a model with two operations: an addition followed by a multiplication. The model takes an input tensor and produces one output tensor.

Figure 3. Example of operands for an NNAPI model

The model above has seven operands. These operands are identified implicitly by the index of the order in which they are added to the model. The first operand added has an index of 0, the second an index of 1, and so on.

The order in which you add the operands does not matter. For example, the model output operand could be the first one added. The important part is to use the right index value when referring to an operand.

Operands have types. These are specified when they are added to the model. An operand cannot be used as both input and output of a model.

For additional topics on using operands, see More about operands.


An operation specifies the computations to be performed. Each operation consists of these elements:

The order in these lists matters; see the NNAPI API reference for each operation for the expected inputs and outputs.

You must add the operands that an operation consumes or produces to the model before the adding the operation.

The order in which you add operations does not matter. NNAPI relies on the dependencies established by the computation graph of operands and operations to determine the order in which operations are executed.

The operations that NNAPI supports are summarized in the table below:

Category Operations
Element-wise mathematical operations
Array operations
Image operations
Lookup operations
Normalization operations
Convolution operations
Pooling operations
Activation operations
Other operations

Building models

To build a model, follow these steps:

  1. Call the ANeuralNetworksModel_create() function to define an empty model.

    In the following example, we create the two-operation model found in the diagram above.

    ANeuralNetworksModel* model = NULL;
  2. Add the operands to your model by calling ANeuralNetworks_addOperand(). Their data types are defined using the ANeuralNetworksOperandType data structure.

    // In our example, all our tensors are matrices of dimension [3, 4].
    ANeuralNetworksOperandType tensor3x4Type;
    tensor3x4Type.type = ANEURALNETWORKS_TENSOR_FLOAT32;
    tensor3x4Type.scale = 0.f;    // These fields are useful for quantized tensors.
    tensor3x4Type.zeroPoint = 0;  // These fields are useful for quantized tensors.
    tensor3x4Type.dimensionCount = 2;
    uint32_t dims[2] = {3, 4};
    tensor3x4Type.dimensions = dims;
    // We also specify operands that are activation function specifiers.
    ANeuralNetworksOperandType activationType;
    activationType.type = ANEURALNETWORKS_INT32;
    activationType.scale = 0.f;
    activationType.zeroPoint = 0;
    activationType.dimensionCount = 0;
    activationType.dimensions = NULL;
    // Now we add the seven operands, in the same order defined in the diagram.
    ANeuralNetworksModel_addOperand(model, &tensor3x4Type);  // operand 0
    ANeuralNetworksModel_addOperand(model, &tensor3x4Type);  // operand 1
    ANeuralNetworksModel_addOperand(model, &activationType); // operand 2
    ANeuralNetworksModel_addOperand(model, &tensor3x4Type);  // operand 3
    ANeuralNetworksModel_addOperand(model, &tensor3x4Type);  // operand 4
    ANeuralNetworksModel_addOperand(model, &activationType); // operand 5
    ANeuralNetworksModel_addOperand(model, &tensor3x4Type);  // operand 6
  3. For operands that have constant values, such as weights and biases that your app obtains from a training process, use the ANeuralNetworks_setOperandValue() and ANeuralNetworks_setOperandValuesFromMemory() functions.

    In the following example, we set constant values from the training data file for which we created the memory buffer above.

    // In our example, operands 1 and 3 are constant tensors whose value was
    // established during the training process.
    const int sizeOfTensor = 3 * 4 * 4;    // The formula for size calculation is dim0 * dim1 * elementSize.
    ANeuralNetworksModel_setOperandValueFromMemory(model, 1, mem1, 0, sizeOfTensor);
    ANeuralNetworksModel_setOperandValueFromMemory(model, 3, mem1, sizeOfTensor, sizeOfTensor);
    // We set the values of the activation operands, in our example operands 2 and 5.
    int32_t noneValue = ANEURALNETWORKS_FUSED_NONE;
    ANeuralNetworksModel_setOperandValue(model, 2, &noneValue, sizeof(noneValue));
    ANeuralNetworksModel_setOperandValue(model, 5, &noneValue, sizeof(noneValue));
  4. For each operation in the directed graph you want to compute, add the operation to your model by calling the ANeuralNetworks_addOperation() function.

    As parameters to this call, your app must provide:

    • the operation type,
    • the count of input values,
    • the array of the indexes for input operands,
    • the count of output values, and
    • the array of the indexes for output operands.

    Note that an operand cannot be used for both input and output of the same operation.

    // We have two operations in our example.
    // The first consumes operands 1, 0, 2, and produces operand 4.
    uint32_t addInputIndexes[3] = {1, 0, 2};
    uint32_t addOutputIndexes[1] = {4};
    ANeuralNetworksModel_addOperation(model, ANEURALNETWORKS_ADD, 3, addInputIndexes, 1, addOutputIndexes);
    // The second consumes operands 3, 4, 5, and produces operand 6.
    uint32_t multInputIndexes[3] = {3, 4, 5};
    uint32_t multOutputIndexes[1] = {6};
    ANeuralNetworksModel_addOperation(model, ANEURALNETWORKS_MUL, 3, multInputIndexes, 1, multOutputIndexes);
  5. Identify which operands the model should treat as its inputs and outputs, by calling the ANeuralNetworksModel_identifyInputsAndOutputs() function. This function lets you configure the model to use a subset of the input and output operands that you specified earlier in step 4.

    // Our model has one input (0) and one output (6).
    uint32_t modelInputIndexes[1] = {0};
    uint32_t modelOutputIndexes[1] = {6};
    ANeuralNetworksModel_identifyInputsAndOutputs(model, 1, modelInputIndexes, 1 modelOutputIndexes);
  6. Call ANeuralNetworksModel_finish() to finalize the definition of your model. If there are no errors, this function returns a result code of ANEURALNETWORKS_NO_ERROR.


Once you create a model, you can compile it any number of times and execute each compilation any number of times.


The compilation step determines on which processors your model will be executed and asks the corresponding drivers to prepare for its execution. This could include the generation of machine code specific to the processors on which your model will run.

To compile a model, follow these steps:

  1. Call the ANeuralNetworksCompilation_create() function to create a new compilation instance.

    // Compile the model.
    ANeuralNetworksCompilation* compilation;
    ANeuralNetworksCompilation_create(model, &compilation);
  2. You can optionally influence how the runtime trades off between battery power usage and execution speed. You can do so by calling ANeuralNetworksCompilation_setPreference().

    // Ask to optimize for low power consumption.
    ANeuralNetworksCompilation_setPreference(compilation, ANEURALNETWORKS_PREFER_LOW_POWER);

    The valid preferences you can specify include:

  3. Finalize the compilation definition by calling ANeuralNetworksCompilation_finish(). If there are no errors, this function returns a result code of ANEURALNETWORKS_NO_ERROR.



The execution step applies the model to a set of inputs, and stores the computation outputs to one or more user buffers or memory spaces that your app allocated.

To execute a compiled model, follow these steps:

  1. Call the ANeuralNetworksExecution_create() function to create a new execution instance.

    // Run the compiled model against a set of inputs.
    ANeuralNetworksExecution* run1 = NULL;
    ANeuralNetworksExecution_create(compilation, &run1);
  2. Specify where your app reads the input values for the computation. Your app can read input values from either a user buffer or an allocated memory space, by calling ANeuralNetworksExecution_setInput() or ANeuralNetworksExecution_setInputFromMemory() respectively.

    // Set the single input to our sample model. Since it is small, we won’t use a memory buffer.
    float32 myInput[3, 4] = { ..the data.. };
    ANeuralNetworksExecution_setInput(run1, 0, NULL, myInput, sizeof(myInput));
  3. Specify where your app writes the output values. Your app can write output values to either a user buffer or an allocated memory space, by calling ANeuralNetworksExecution_setOutput() or ANeuralNetworksExecution_setOutputFromMemory() respectively.

    // Set the output.
    float32 myOutput[3, 4];
    ANeuralNetworksExecution_setOutput(run1, 0, NULL, myOutput, sizeof(myOutput));
  4. Schedule the execution to start, by calling the ANeuralNetworksExecution_startCompute() function. If there are no errors, this function returns a result code of ANEURALNETWORKS_NO_ERROR.

    // Starts the work. The work proceeds asynchronously.
    ANeuralNetworksEvent* run1_end = NULL;
    ANeuralNetworksExecution_startCompute(run1, &run1_end);
  5. Call the ANeuralNetworksEvent_wait() function to wait for the execution to complete. If the execution was successful, this function returns a result code of ANEURALNETWORKS_NO_ERROR. Waiting can be done on a different thread than the one starting the execution.

    // For our example, we have no other work to do and will just wait for the completion.
  6. Optionally, you can apply a different set of inputs to the compiled model by using the same compilation instance to create a new ANeuralNetworksExecution instance.

    // Apply the compiled model to a different set of inputs.
    ANeuralNetworksExecution* run2;
    ANeuralNetworksExecution_create(compilation, &run2);
    ANeuralNetworksExecution_setInput(run2, ...);
    ANeuralNetworksExecution_setOutput(run2, ...);
    ANeuralNetworksEvent* run2_end = NULL;
    ANeuralNetworksExecution_startCompute(run2, &run2_end);


The cleanup step handles the freeing of internal resources used for your computation.

// Cleanup

More about operands

The following section covers advanced topics about using operands.

Quantized tensors

A quantized tensor is a compact way to represent an n-dimensional array of floating point values.

NNAPI supports 8-bit asymmetric quantized tensors. For these tensors, the value of each cell is represented by an 8-bit integer. Associated with the tensor is a scale and a zero point value. These are used to convert the 8-bit integers into the floating point values that are being represented.

The formula is:

(cellValue - zeroPoint) * scale

where the zeroPoint value is a 32-bit integer and the scale a 32-bit floating point value.

Compared to tensors of 32-bit floating point values, 8-bit quantized tensors have two advantages:

While it is possible to convert a floating point model to a quantized one, our experience has shown that better results are achieved by training a quantized model directly. In effect, the neural network learns to compensate for the increased granularity of each value. For each quantized tensor, the scale and zeroPoint values are determined during the training process.

In NNAPI, you define quantized tensors types by setting the type field of the ANeuralNetworksOperandType data structure to ANEURALNETWORKS_TENSOR_QUANT8_ASYMM. You also specify the scale and zeroPoint value of the tensor in that data structure.

Optional operands

A few operations, like ANEURALNETWORKS_LSH_PROJECTION, take optional operands. To indicate in the model that the optional operand is omitted, call the ANeuralNetworksModel_setOperandValue() function, passing NULL for the buffer and 0 for the length.

If the decision on whether the operand is present or not varies for each execution, you indicate that the operand is omitted by using the ANeuralNetworksExecution_setInput() or ANeuralNetworksExecution_setOutput() functions, passing NULL for the buffer and 0 for the length.

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