# HTA software

Source: [https://docs.qualcomm.com/doc/80-88500-4/topic/150_HTA_software.html](https://docs.qualcomm.com/doc/80-88500-4/topic/150_HTA_software.html)

The HTA neural network software uses Qualcomm^®^ Neural Processing SDK
    environment. The HTA can honor execution requests from both the CPU and the DSP without
    coordination.

Figure : HTA software architecture
      
      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)

Multiple processes and threads per host can access the HTA. Each execution request is scheduled
      on the HTA independently. Responses are routed to the correct master automatically.

Figure :  HTA Mixed Master support
      
      ![](data:image/png;base64,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)

Figure : HTA supported and planned layers (INT8)
      
      ![](data:image/png;base64,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)

Note: DILATED\_CONV\_2D support is via enlarged the CONV KERNEL using model transform tools.

Note: RESIZE\_BILINEAR support is almost complete (the engineering version is available).

**Parent Topic:** [Qualcomm® Hexagon™ Tensor Accelerator](https://docs.qualcomm.com/doc/80-88500-4/topic/147_HTA.html)

Last Published: Aug 18, 2023

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