# 11 End-to-end workflow – QInference Optimizer

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Deployment of a neural network from development to production requires preparing it for
            inference, optimization and fine-tuning. This is a multi-stage and iterative process
            involving multiple packages, tools, etc. The flow diagram of training to inference
            workflow is explained in [Figure :  1](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html#introduction_qinference_optimizer__fig_idv_vzt_fyb_svenugop_07-25-23-1127-21-602).

Figure : Taking a trained model to production grade compilation
            
            ![End-to-eng workflow Qinference: Taking a trained model to production grade compilation](data:image/png;base64,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)

QInference Optimizer is a Python-based tool that serves as a turnkey solution that can
            automate this process and provide a final optimized model and parameters to users with
            minimal inputs and intervention. Helps users take a model from development to commercial
            deployment in few easy steps.

It performs automated evaluation of both accuracy metric and throughput for any given
            model and returns the best set of compiler parameters that meet the targets set by the
            user.

**Parent Topic:** https://docs.qualcomm.com/doc/80-PT790-993B/topic/dl_inference_tools_part.html

## 11.1 Features

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

1. Provides a fire-and-forget automation to achieve user provided targets
    1. Prepares model for inference
    2. Performance optimization
    3. Accuracy tuning, including quantization and Automatic Mixed Precision
2. Alleviates manual effort and reduces overall tuning time from days to hours
3. Exposes a simple and easy to use API as well as CLI for user to provide their
                trained models, datasets and targets.
4. Architecture-specific optimization for Cloud AI 100 backend
    1. Selection of quantization / calibration / operator precision setting
    2. Shortens accuracy and performance tuning time
5. Accuracy and performance tuning with hardware in loop
6. Scalable design that exploits parallelism if there are multiple AIC cards
                available
7. Supports three Execution modes that enables user to evaluate and tune their models
                based on their use-case, requirement, targets and time:
    1. Default mode – Runs the complete pipeline and tunes for most optimal
                        accuracy & performance (takes more tuning time)
    2. Quick mode – Runs the pipeline with smartly limited configuration parameters
                        and tunes for reasonable accuracy & performance (shorter tuning time)
    3. Expert mode – Runs the pipeline based on user-selected precision, tuning
                        type and search parameters (tuning time is use case dependent)
8. Upon completion, returns the optimized framework graph, production-grade QPC binary
                and a parameter settings file identified from the tuning stages.

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.2 Pipeline

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The QInference Optimizer consists of various functional blocks (see below Figure) which
            form a pipeline of the following stages:

1. Initialization
    1. Preparation of the ONNX model for optimal AIC inference.
    2. Analysis of the model to identify optimization opportunities.
    3. Optimize based on model architecture.
2. Execution
    1. Accuracy tuning using quantization and Automatic Mixed Precision, if
                        needed.
    2. Performance tuning for throughput or latency.

Figure : Overview and functional blocks of QInference Optimizer
            
            ![Overview and functional blocks of QInference Optimizer](data:image/png;base64,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)

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.3 Examples - Jupyter Notebooks

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Users can refer to the Jupyter notebooks located in the
                `/opt/qti-aic/tools/qaic-inference-optimizer/examples` folder to get
            started with the QInference Optimizer tool. The following table provides brief
            descriptions of each Jupyter notebook.

Table : QInference Optimizer Notebook descriptions

| Notebook name | Description |
| --- | --- |
| QInfOptimizer\_introduction.ipynb | Provides an overview and introduces the environment setup, inputs,<br>                            configuration and usage of the QInference optimizer. |
| QInfOptimizer\_resnet50.ipynb | Demonstrates the usage of QInference Optimizer for the resnet50<br>                            classification model. Includes steps for fetching datasets, the ONNX<br>                            model and running the tool using the different execution modes. |
| QInfOptimizer\_yolov3.ipynb | Demonstrates the usage of QInference Optimizer for tuning the YOLOv3<br>                            object detection model. Illustrates the generation of the ONNX model<br>                            from open source and evaluation of model using device side NMS<br>                            post-processing. |
| QInfOptimizer\_bert\_large.ipynb | Demonstrates the usage of QInference Optimizer for tuning the BERT<br>                            Large Natural Language Processing model. Includes steps for fetching<br>                            datasets, the ONNX model and running the tool using the default<br>                            execution mode. |

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.4 Environment Setup

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

This section describes the minimum system requirements and generation of docker image and
            container for setting up the execution environment for this tool.

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.4.1 Minimum System Requirements

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

- Ubuntu 18.04
- Qualcomm Cloud AI 100 (AIC) device
- Qualcomm AI 100 Software Development Kit &gt;= 1.10
    - Platform SDK
    - Apps SDK
- QAIC docker
- Sufficient disk space based on model architecture (average 50-60 GB)
- Intel i7 (32 GB RAM)

**Parent Topic:** [Environment Setup](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer-environment-setup.html)

## 11.4.2 Build docker with QInference Optimizer environment

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The QAIC Apps SDK includes a set of scripts and Dockerfiles for creating a container
            environment for the QInference Optimizer tool.

Steps are as follows:

1. Navigate to docker-build directory in the extracted or unzipped Apps
                SDK

        $ cd <path_to_qaic-apps-SDK>/tools/docker-build/Copy to clipboard
2. Generate docker image with QInference Optimizer package along with pytools
                package

        $ bash build_image.sh \--apps-sdk qaic-apps.zip \--platform-sdk qaic-platform-sdk-x86_64-ubuntu.zip \--os ubuntu18 \--install-qaic-pytools \--install-qinf \--tag qinf_v1.0
        Copy to clipboard
3. Create container to start using QInfOptimizer Tookit environment. Recommend
                attaching all available AIC devices to the container to aid in faster evaluation of
                your
                model.

        $ docker run -dit --privileged \--name qinf \--device /dev/qaic_aic100_0 \--device /dev/qaic_aic100_1 \ (repeat for multiple devices)qaic-pytools-qinf-ubuntu18-x86_64:qinf_v1.0 bash
        Copy to clipboard
4. Attach to created container to get
                started.

        $ docker attach qinfCopy to clipboard

**Parent Topic:** [Environment Setup](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer-environment-setup.html)

## 11.5 Configuration

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The parameters required by the tool are configured in a YAML configuration file. The
            config file requires mandatory fields like Accuracy target, dataset (Validation &
            Calibration), Model path, any input parameters for undefined variables in the model,
            mode of tuning and few more. The steps to create the configuration file is detailed
            below.

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.5.1 Create the configuration YAML file

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The QInference Optimizer requires a configuration file in the YAML format with the
            information about the model, model preparation and accuracy evaluation. This is defined
            as 3 sections:

- common\_params
- model\_preparation\_params
- accuracy\_evaluation\_params

**Parent Topic:** [Configuration](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-configuration.html)

## 11.5.1.1  common\_params

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The common\_params section is necessary to provide information about the model’s input and
            output nodes, any ONNX symbols and parameters for compilation and evaluation.

High-level structure of this section:

    common_params:
        # Mandatory params
        inputs_info:
            - <node-name>:
                type: <str>
                shape: []
        outputs_info:
            - <node-name>:
                type: <str>
                shape: []
    
        # Optional params
        batchsize: <int>
        compiler_params:
            <param_1>: value
        onnx_symbols: <str> # comma delimited string. Syntax: symbol_1=value_1,symbol_2=value_2,..
        onnx_symbol_batch: <str>
        onnx_custom_op_lib: <str>
    Copy to clipboard

Below is the description of the headers for this section:

| Field Name | Description | Type | Default |
| --- | --- | --- | --- |
| `inputs_info` | (Mandatory) Information about the name, type and shape of the model’s<br>                            input nodes. | Dict | **-** |
| `outputs_info` | (Mandatory) Information about the name, type and shape of the model’s<br>                            output nodes. | Dict | **-** |
| `batchsize` | (Optional) Batchsize to be used for model compilation, performance<br>                            and accuracy evaluations. | Integer | 1 |
| `compiler_params` | (Optional) AIC compiler args to be used for model compilation.<br>                            Quantization related args are not accepted. Any performance related args<br>                            will be used as the max limit for the Performance Evaluation of the<br>                            given model. Note that values passed via API takes precedence. | Dictionary | **-** |
| `onnx_symbols` | (Optional) comma-delimited string of onnx symbol name followed by<br>                            value to be used. If model has any symbols but values are not provided,<br>                            then they would be replaced with value of 1 by default. Syntax:<br>                                `symbol_1=value_1,symbol_2=value_2` | String | **-** |
| `onnx_symbol_batch` | (Optional) Name of the onnx symbol used for batch dimension. | String | **-** |
| `onnx_custom_op_lib` | (Optional) Path to ONNX custom op library for usage with<br>                                ONNX-runtime. This should be provided if given ONNX model has custom<br>                                operators, else evaluation of reference accuracy and Automatic Mixed<br>                                Precision would fail.<br><br><br>                            <br>User can also copy their custom-op library file to<br>                                    “`/opt/qti-aic/tools/onnxrt-custom-ops”` which<br>                                would be automatically loaded during inference. | String | **-** |

**Parent Topic:** [Create the configuration YAML file](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-create-the-configuration-yaml-file.html)

## 11.5.1.2 model\_preparation\_params

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

In this section, based on the model type, user can choose and set params for Object
            Detection and Transformer based models.

## Object Detection models

For Object Detection models, user can choose to modify the model and perform NMS post
                processing on the device using QAic QDetect layers (refer to [QAic QDetect layers](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qaic_qdetect_layers_introduction.html)). To enable this, user should set
                nms\_post\_processing to device and provide parameters related to NMS. Below table
                lists and describes these parameters.

Below is the description of the headers for this section:

| Field Name | Description | Type |
| --- | --- | --- |
| `nms_post_processing` | (Optional)``Field to denote if user wants to modify the<br>                                    model for 'device' side post-processing for OD models. If it is<br>                                    set to device, below params must be provided. | String |
| `max_output_size_per_class` | Maximum number of boxes to be selected by non-max suppression per<br>                                class. | Integer |
| `max_total_size` | Maximum number of boxes to output from the model. | Integer |
| `iou_threshold` | IoU threshold for NMS-related computation. | Float |
| `score_threshold` | Score threshold for NMS-related computation. Boxes whose score<br>                                value is less than this will be discarded. | Float |
| `clip_boxes` | A Boolean flag that indicates whether to clip the resultant boxes<br>                                between [0,1] or not. | Boolean |
| `pad_per_class` | A Boolean flag that indicates whether to pad the resultant boxes.<br>                                If false, the resultant boxes are padded to max\_total\_size. If true,<br>                                the resultant boxes are padded to be of length<br>                                max\_output\_size\_per\_class \* num\_classes, unless it exceeds<br>                                max\_total\_size, in which case it is clipped to<br>                                max\_total\_size. | Boolean |

Alternatively, user can use a partitioned model and perform NMS processing on the
                host using QAic Smart NMS application (refer to [QAic Smart NMS](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qaic-smart-nms-introduction.html)). Furthermore, for such cases, user
                can choose the qaic\_smart\_nms plugin for processing the SmartNMS outputs (refer to
                    [Inbuilt postprocessor plug-ins](https://docs.qualcomm.com/doc/80-PT790-993B/topic/Inbuilt-post-processor-plugins.html)) .

## Transformer Based Models

- User has to specify if the model is using "packing strategy" for inputs
                        through transformer\_packed\_strategy param. Packing strategy for inputs means
                        that we are "packing" together multiple inputs into a single input.

    For example, inputs of sequence length 80,100, and 120 can be "packed"
                        together to form a single input of sequence length 80+100+120 = 300.
- By default, transformer\_packed\_strategy param is False which means our tool
                    considers the model as unpacked.

| Field Name | Description | Type |
| --- | --- | --- |
| transformer\_packed\_strategy<br><br><br>                                <br>` ` | (Optional) Field to denote if the model is packed or unpacked. By<br>                                default, the param is set to False. | Boolean |

High-level structure of this section:

    model_preparation_params:
        transformer_packed_strategy: <bool>
        nms_post_processing: <str>
    
        nms_params:           # Required when nms_post_processing is set to device.
            max_output_size_per_class: <int>
            max_total_size: <int>
            iou_threshold: <float>
            score_threshold: <float>
            clip_boxes: <bool>
            pad_per_class: <bool>
    Copy to clipboard

**Parent Topic:** [Create the configuration YAML file](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-create-the-configuration-yaml-file.html)

## 11.5.1.3 accuracy\_evaluation\_params

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

This is a mandatory header which would be used for processing the dataset, the model’s
            outputs and compute the model’s accuracy metric. Refer to [Accuracy tune](https://docs.qualcomm.com/doc/80-PT790-993B/topic/Accuracy-Tune.html) for details on configurating the
            dataset, processing and evaluator sections

High-level structure of this section:

    accuracy_evaluation_params:
        dataset:
            <dataset-details>
            transformation:
                - plugin: <...>
    
        processing:
            preprocessing:
                transformations:
                    - plugin: <...>
                    - plugin: <...>
            postprocessing:
                transformations:
                    - plugin: <...>
                    - plugin: <...>
        evaluator:
            metrics:
                - plugin: <...>
    
    Copy to clipboard

**Parent Topic:** [Create the configuration YAML file](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-create-the-configuration-yaml-file.html)

## 11.6 Usage

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

QInference Optimizer allows usage via API and CLI.

Note: Configure the below ulimit and
            environment variable before running QInference optimizer via API or CLI. This is
            according to the steps mentioned in Section [Accuracy evaluator usage](https://docs.qualcomm.com/doc/80-PT790-993B/topic/Accuracy-Evaluator-usage.html).

    $ ulimit -n 20480
    $ export OMP_NUM_THREADS=1 
    Copy to clipboard

For API, we have an initialization step followed by an execution step.

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.6.1 API

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

For API usage, user should initialization the QInference Optimizer and then use the
            execution API to run the pipeline. We have separate APIs for each of the 3 execution
            modes which is described in the following sections.

**Parent Topic:** [Usage](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-usage.html)

## 11.6.1.1 Initialization

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Note: Ensure to import QInfOptimizer
            before any other required imports

An example of initializing the QInference optimizer is below:

    from qinf.api.qinf_optimizer import QInfOptimizer
    from qinf.api import ModelArch
    
    # Initializing the QInference Optimizer
    qinf = QInfOptimizer(
        config='mv2_config.yaml',
        model='mobilenetv2.onnx',
        model_arch=ModelArch.MOBILENETV2,
        work_dir='qinf_temp',
        aic_device_list=[0])
    Copy to clipboard

Description of the initialization API arguments are below:

| Field Name | Description | Type | Default |
| --- | --- | --- | --- |
| `config` | Configuration YAML file with common\_params, model\_preparation\_params<br>                            and accuracy\_evaluation\_params. | String | **Mandatory** |
| `model` | The path to ONNX model file | String | **Mandatory** |
| `model_arch` | Optional parameter indicating the architecture of the model, e.g.,<br>                                bert, yolov5. If not provided, the tool will try to identify and use<br>                                accordingly.<br><br><br>                            <br>**Suggest setting this to ModelArch.NLP for transformer-based                                    models.**<br><br><br>                            <br>Refer to Appendix for list of supported model-architectures | ModelArch | ModelArch.UNKNOWN |
| `work_dir` | Path to directory for storing intermediate artifacts and<br>                            results | String | qinf\_temp |
| `onnx_symbols` | ONNXSymbols dataclass object for indicating the model’s symbols and<br>                            the symbol for batch. This information can also be passed via the config<br>                            file, as shown in the example above. Note that value passed via API<br>                            takes precedence. Example:<br>                            <br><br>    <br>    ONNXSymbols(onnx_symbols={'sl':   1},<br>                  onnx_symbol_batch='batchsize')Copy to clipboard | ONNXSymbols | **-** |
| `onnx_custom_op_lib` | Path to ONNX custom op library for usage with ONNX-runtime. This<br>                                should be provided if given ONNX model has custom operators, else<br>                                evaluation of reference accuracy and Automatic Mixed Precision would<br>                                fail.<br><br><br>                            <br>User can also copy their custom-op library file to<br>                                    “`/opt/qti-aic/tools/onnxrt-custom-ops”`” which<br>                                would be automatically loaded during inference. | String | **-** |
| `compiler_params` | AIC compiler args to be used for model compilation. Quantization<br>                                related args are not accepted. Any performance related args will be<br>                                used as the max limit for the Performance Evaluation of the given<br>                                model.<br><br><br>                            <br>Example:<br><br><br>                            <br>{'aic-num-cores': 1, 'aic-preproc': True, 'multicast-weights': True}Copy to clipboard | Dictionary | **-** |
| `aic_device_list` | List of AIC device IDs to use for execution. If not provided, then<br>                            AIC device(s) would be auto-picked during execution. | List | **-** |
| `is_pre_quantized` | Boolean value to indicate if the model is pre-quantized. | Boolean | False |
| `cleanup` | Boolean value to denote if intermediate work\_dir artifacts should be<br>                            deleted during the flow. This is useful if there are space constraints<br>                            on user’s machine. | Boolean | False |
| `debug` | Boolean value to set debug log level | Boolean | False |

**Parent Topic:** [API](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-api.html)

## 11.6.1.2 Execution

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

QInference optimizer supports 3 modes of execution, and we have separate APIs for each
            mode.

**Parent Topic:** [API](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-api.html)

## 11.6.1.2.1 Default mode

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Executed using the quick\_run() API.

In quick mode, the tool attempts to evaluate and tune the model is minimum period of time
            while providing a ballpark figure of the model’s performance. User can make decisions on
            how to proceed accordingly. For example, proceed with exhaustive search using default
            mode, make changes to the model, targets, etc.

Quick mode accepts only accuracy targets are arguments and is optional.

API params:

| Field Name | Description | Type | Default |
| --- | --- | --- | --- |
| `target_accuracy` | List of dictionaries of accuracy metric and target to achieve.<br>                                Example:<br><br><br>                            <br>`{‘top1’: {‘target’: 0.99, ‘relative’: True},‘top5’:<br>                                    {‘target’: 0.99,‘relative’: True}}` | Dictionary | **-** |
| `accuracy_lower_is_better` | Set if the metrics are better when their value is lower. | Boolean | False |

Code example:

    result = qinf.run(target_accuracy={'top1': {'target': 0.99, 'relative': True},
                                       'top5': {'target': 0.99,'relative': True}},
                      target_throughput=20000)
    Copy to clipboard

**Parent Topic:** [Execution](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-execution.html)

## 11.6.1.2.2 Quick mode

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Executed using the quick\_run() API.

In quick mode, the tool attempts to evaluate and tune the model is minimum period of time
            while providing a ballpark figure of the model’s performance. User can make decisions on
            how to proceed accordingly. For example, proceed with exhaustive search using default
            mode, make changes to the model, targets, etc.

Quick mode accepts only accuracy targets are arguments and is optional.

API params:

| Field Name | Description | Type | Default |
| --- | --- | --- | --- |
| `target_accuracy` | List of dictionaries of accuracy metric and target to achieve.<br>                                Example:<br><br><br>                            <br><br>                                `{‘top1’: {‘target’: 0.99, ‘relative’: True},‘top5’: {‘target’: 0.99,‘relative’: True}}`<br> | Dictionary | **-** |
| `accuracy_lower_is_better` | Set if the metrics are better when their value is lower. | Boolean | False |

Code example:

    # Running quick mode of execution. "target_accuracy" is optional.
    result = qinf.quick_run(target_accuracy={'top1': {'target': 0.99, 'relative': True},
                                             'top5': {'target': 0.99,'relative': True}
                                      })
    Copy to clipboard

**Parent Topic:** [Execution](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-execution.html)

## 11.6.1.2.3 Expert mode

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Executed using the expert\_run() API where user can provide the desired precision and
            tuning type.

Here, the tool assumes that the user possesses adequate knowledge of the AIC backend and
            is aware of the various options to use for model compilation, quantization, etc.

API params:

| Field Name | Description | Type | Default |
| --- | --- | --- | --- |
| `precision` | Option for user to select the precision for tuning the model. Allowed<br>                                options are `‘fp16’, ‘int8’, ‘mixed’`.<br><br><br>                            <br><u class="ph u">Note</u>: Even when precision is chosen as mixed, Automatic Mixed<br>                                Precision will be attempted only if int8 quantization doesn’t meet<br>                                accuracy target. | String | fp16 |
| `tune` | Option for user to select if model tuning has to be done for<br>                                either accuracy only or performance only or both.<br><br>Allowed<br>                            options are `‘accuracy-only’, ‘performance-only’,<br>                            ‘both’`. | String | both |
| `target_accuracy` | List of dictionaries of accuracy metric and target to achieve.<br>                                Example:<br><br><br>                            <br>`{‘top1’: {‘target’: 0.99, <br>                                ‘relative’: True},‘top5’:<br>                                 {‘target’: 0.99,‘relative’:     <br>                                 True}}` | Dictionary | **Mandatory**, unless tune is set to ‘performance-only’ |
| `accuracy_lower_is_better` | Set if the metrics are better when their value is lower. | Boolean | False |
| `target_throughput` | Performance to be achieved in terms of throughput (inf/sec).<br><br><br>                            <br>Performance tuning will be done for throughput if neither or both<br>                                target throughput and latency are provided. | Float | - |
| `target_latency` | Performance to be achieved in terms of latency (microseconds).<br>                            Recommended to use batchsize=1 to minimize latency. | Float | - |
| `performance_tuner_config` | Path to optimized search config file to be used with<br>                            model-configurator for performance tuning of the model. **If this                                option is not provided, then tool will estimate starting points from                                model analysis.** | String | - |
| `quantization_options` | Dictionary of quantization options for accuracy tuning, this is<br>                                applicable only when precision is ‘int8’ or ‘mixed’. Example:<br><br><br>                            <br>`{ ‘quantization_calib’ :       [‘Percentile’, ‘MSE’],<br>                                    ‘channelwise_quantization’ : [True, False],<br>                                    ‘percentile_values’ : [99.9, 99.99], ‘quantization_type’ :<br>                                    [‘asymmetric’]}}` | Dictionary | **Mandatory when precision is ‘int8’ or ‘mixed’** |

Code examples:

<u class="ph u">Example 1</u>: Below example demonstrates how to run only fp16 performance tuning.

This example shows a user provided a JSON file for performance tuning. This is optional
            and when not provided, the tool would identify and generate this file based on model
            analysis.

    result_expert = qinf.expert_run(precision='fp16',
                                    tune='performance-only',
                                    performance_tuner_config='perf_config.json')                   
    Copy to clipboard

<u class="ph u">Example 2</u>: Below example demonstrates how to tune for accuracy only and with INT8
            precision. In this example, since the provided accuracy targets are relative, reference
            accuracy is calculated with FP32 precision and is used to calculate absolute accuracy
            target scores.

    result_expert = qinf.expert_run(
    precision='int8',
                        tune='accuracy-only',
                        target_accuracy={'top1': {'target': 0.99, 'relative': True},
                                         'top5': {'target': 0.99,'relative': True}},
                        quantization_options={
                                  'channelwise_quantization': [True, False],
                                  'quantization_calib': ['Percentile', 'SQNR'],
                                  'percentile_values': [99.9, 99.99],
                                  'quantization_type': ["asymmetric-symmetric", "asymmetric"]
                        })
    Copy to clipboard

<u class="ph u">Example 3</u>: Below example demonstrates how to run tuning for both accuracy and
            performance in mixed precision. Even though accuracy targets provided below are absolute
            values but still fp32 accuracy is calculated since it will be used to calculate allowed
            drop accuracy for Auto Mixed Precision

    result_expert = qinf.expert_run(
                        precision='mixed',
                        tune='both',
                        target_accuracy={'top1': {'target': 0.8, 'relative': False},
                                         'top5': {'target': 0.9,'relative': False}},
                        target_throughput=20000,
                        quantization_options={
                                'quantization_calib': 'Percentile',
                                'percentile_values': 99.99,
                                'quantization_type': 'asymmetric-symmetric'
                       })
    Copy to clipboard

**Parent Topic:** [Execution](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-execution.html)

## 11.6.2 CLI

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The QInference Optimizer can also be run using CLI and this is done using the script
                `/opt/qti-aic/tools/qaic-inference-optimizer/qinf_optimizer.py`

Arguments for CLI are below:

| Field Name | Description | Type | Default |
| --- | --- | --- | --- |
| `-config` | Configuration YAML file with common\_params, model\_preparation\_params<br>                            and accuracy\_evaluation\_params | String | **Mandatory** |
| `-model` | Path to ONNX model file | String | **Mandatory** |
| `-model-arch` | Architecture of the model, e.g., bert, yolov5 | String | unknown |
| `-relative-accuracy` | Relative accuracy targets, e.g., `‘{“f1”:<br>                            99}’` | JSON string | **Mandatory** |
| `-absolute-accuracy` | Relative accuracy targets, e.g., `‘{“f1”:<br>                            0.85}’` | JSON string | **Mandatory** |
| `-accuracy-lower-is-better` | Set if the metrics are better when their value is lower, e.g.,<br>                            perplexity | Boolean | False |
| `-target-throughput` | Performance to be achieved in terms of throughput (inf/sec) | Float | - |
| `-target-latency` | Performance to be achieved in terms of latency (microseconds).<br>                            Recommended to use batchsize=1 to minimize latency. | Float | - |
| `-work-dir` | Path to directory for storing intermediate artifacts and<br>                            results | String | qinf\_temp |
| `-quick` | Boolean to run quick mode. | Boolean | False |
| `-expert` | Boolean to run expert\_mode<br><br><br>                            <br>Below expert mode params should be provided along with this<br>                                option. | Boolean | False |
| `-performance-tuner-config` | Path to optimized search config file to be used with<br>                            model-configurator for performance evaluation of the model | String | None |
| `-precision` | Option for user to select the precision for tuning the model. Allowed<br>                                options are `‘fp16’, ‘int8’, ‘mixed’`.<br><br><br>                            <br><u class="ph u">Note</u>: Even when precision is chosen as mixed, Automatic Mixed<br>                                Precision will be attempted only if int8 quantization doesn’t meet<br>                                accuracy target. | String | fp16 |
| `-tune` | Option for user to select if model tuning has to be done for either<br>                                accuracy only or performance only or both.<br><br><br>                            <br>Allowed options are<br>                                <br><br>    ‘accuracy-only’, ‘performance-only’, ‘both’Copy to clipboard | String | both |
| `-quantization-calib` | Space separated quantization calibration options<br>                            <br><br>    (‘Percentile’ ‘MSE’)Copy to clipboard | String | - |
| `-channelwise-quantization` | Space separated channelwise quantization options<br>                            <br><br>    (‘True’ ‘False’)Copy to clipboard | String | - |
| `-percentile-values` | Space separated percentile values<br>                            <br><br>    (’99.9’ ’99.999’)Copy to clipboard | String | - |
| `-quantization-type` | Space separated quantization type<br>                            <br><br>    (‘asymmetric-symmetric’ ‘symmetric_with_uint8’)Copy to clipboard | String | - |
| `-aic` | Space separated AIC device IDs to use for execution. If not provided,<br>                            then AIC device(s) would be auto-picked during execution. | List | - |
| `-is-prequantized` | Boolean to indicate if the given model is pre-quantized | Boolean | False |
| `-clean` | Delete intermediate artifacts from “work-dir” | Boolean | False |
| `-debug` | Set debug log level | Boolean | False |

Below are few examples of CLI usage with each execution mode

Example 1: Default mode

    $ python qinf_optimizer.py -config 'resnet50.yaml' \
                         -model "resnet50.onnx" \
                         -model-arch resnet50 \
                         -work-dir 'resnet50_cli_default' \
                         -aic 0 \
                         -relative-accuracy '{"top1":0.9,"top5":0.9}' \
                         -target-throughput 8000
    Copy to clipboard

Example 2: Quick mode

    $ python qinf_optimizer.py -config 'resnet50.yaml' \
                         -model "resnet50.onnx" \
                         -model-arch resnet50 \
                         -work-dir 'resnet50_cli_quick' \
                         -aic 0 \
                         -relative-accuracy '{"top1":0.9,"top5":0.9}' \
                         -target-throughput 8000 \		   -quick
    Copy to clipboard

Example 3: Expert mode

    $ python qinf_optimizer.py -config 'resnet50.yaml' \
                         -model "resnet50.onnx" \
                         -model-arch resnet50 \
                         -work-dir 'resnet50_cli_expert' \
                         -aic 0 \
                         -relative-accuracy '{"top1":0.9,"top5":0.9}' \
                         -target-throughput 8000 \
                         -expert \
                         -precision mixed \
                         -tune both \
                         -quantization-calib Percentile \
                         -percentile-values 99.99 99.9 \
                         -quantization-type asymmetric-symmetric \
                         -channelwise-quantization False
    Copy to clipboard

**Parent Topic:** [Usage](https://docs.qualcomm.com/doc/80-PT790-993B/topic/qinference-optimizer-usage.html)

## 11.7 Limitations

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Current limitations for QInference optimizer in this Release are:

- Only ONNX models are supported.
- Accuracy computations on AIC are always with batch size of 1.
- ONNX-runtime has a limitation with opset version of model to process QuantizeLinear
                and Dequantizelinear operaters. Hence, Automatic Mixed Precision of the toolkit
                works for models with opset version &gt;= 10 and quantization is limited to layerwise
                for models with opset version (10 to 12)
- For transformer-based models, user needs to mention the architecture as NLP.
- Large language models (LLMs) are not supported.

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

## 11.8 Appendix – Model Architecture

Source: [https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

The tool optimizes tuning process based on model architecture. If aware, user can provide
            model architecture from following available list. Else the tool will try to internally
            analyze the model and determine the optimizations.

1. Classification
    - RESNET18, RESNET50, RESNEXT101, MOBILENETV1, MOBILENETV2, VGG16, VGG19,
                        INCEPTIONV1, INCEPTIONV3, ALEXNET, DENSENET169, WIDERESNET50, BITM
2. Object Detection
    - YOLOV3, YOLOV4, YOLOV5, RETINANET, CENTERNET, EFFICIENTDET, RESNET34\_SSD,
                        MOBILENETV2\_SSD
3. Segmentation
    - DEEPLABV3PLUS, MASKRCNN\_R50\_FPN
4. Natural Language Processing (NLP)
    - NLP, BERT, BERT\_BASE, DISTILBERT, DISTILGPT2, GPT3, ROBERTA\_BASE,
                        ROBERTA\_LARGE, DISTIL\_ROBERTA

**Parent Topic:** [End-to-end workflow – QInference Optimizer](https://docs.qualcomm.com/doc/80-PT790-993B/topic/end-to-end-workflow-qinference-optimizer.html)

Last Published: Jul 26, 2023

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