Hi, Zhou!
Thanks for your work firstly.
When considering about your project, I just wondered that whether it is useful to complement more bits for quantizing. Such a quantization policy which quantizes the real number into powers of 2 means when more bits used, most quantized numbers are around 0. Say if n1 = -1 is set, the largest quantized number is 0.5, and then 0.25, 0.0125 , 0.00625... in order. The larger b seems only has effect in very small numbers, and are this numbers decisive for the model performance?
BTW, how to set n1, n2, b in your project?
Any reply is appreciated!
Hi, Zhou!
Thanks for your work firstly.
When considering about your project, I just wondered that whether it is useful to complement more bits for quantizing. Such a quantization policy which quantizes the real number into powers of 2 means when more bits used, most quantized numbers are around 0. Say if n1 = -1 is set, the largest quantized number is 0.5, and then 0.25, 0.0125 , 0.00625... in order. The larger b seems only has effect in very small numbers, and are this numbers decisive for the model performance?
BTW, how to set n1, n2, b in your project?
Any reply is appreciated!