Bouyed by the surprisingly good performance of neural networks with
>quantization aware training on the CH32V003, I wondered how far this can be
>pushed. How much can we compress a neural network while still achieving
>good test accuracy on the MNIST dataset? When it comes to absolutely
>low-end microcontrollers, there is hardly a more compelling target than the
>Padauk 8-bit microcontrollers. These are microcontrollers optimized for the
>simplest and lowest cost applications there are. The smallest device of the
>portfolio, the PMS150C, sports 1024 13-bit word one-time-programmable
>memory and 64 bytes of ram, more than an order of magnitude smaller than
>the CH32V003. In addition, it has a proprieteray accumulator based 8-bit
>architecture, as opposed to a much more powerful RISC-V instruction set. >
>Is it possible to implement an MNIST inference engine, which can classify
>handwritten numbers, also on a PMS150C?
>
>
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Depends on whether you mean implementing /their/ recognizer, or just implementing a recognizer that could be trained using their data set.
Any 8-bitter can easily handle the computations ... FP is not required
- fixed point fractions will do fine. The issue is how much memory is needed and what your target chip brings to the party.