base_model: black-forest-labs/FLUX.1-dev
Note that all these models are derivatives of black-forest-labs/FLUX.1-dev and therefore covered by the FLUX.1 [dev] Non-Commercial License license.
Some models are derivatives of finetunes, and are included with the permission of the finetuner
Optimised Flux GGUF models
A collection of GGUF models using mixed quantization (different layers quantized to different precision to optimise fidelity v. memory), created using mixed gguf converter.
They can be loaded in ComfyUI using the ComfyUI GGUF Nodes. Just put the gguf files in your models/unet directory.
Naming convention (mx for 'mixed')
[original_model_name]_mxN_N.gguf
where N_N is the average number of bits per parameter.
Good choices to start with
- 3_1 is the smallest yet - might work on 6 GB?
- 3_8 might work on a 8 GB card
- 6_9 should be good for a 12 GB card
- 8_2 is a good choice for 16 GB cards if you want to add LoRAs etc
- 9_2 fits on a 16 GB card
Speed?
On an A40 (plenty of VRAM), everything except the model identical, the time taken to generate an image (30 steps, deis sampler) was about 65% longer than for the full model (45s v 27s).
Quantised models will generally be slower because the weights have to be converted back into a native torch form when they are needed.
How are these 'optimised'?
The optimization is based on a cost metric, representing the error introduced by quantizing a specified layer with a specified quant. The data can be found here, and details of the process are below.
From this, any possible quantization can be given a cost and a benefit (bits saved). The possible quantizations are then sorted from best (benefit/cost) to worst, and applied in order, until the required number of bits have been removed.
Calculating costs
I created a database of the hidden states at the start and end of the transformer stack as follows:
- 240 prompts used for flux images popular at civit.ai were run through the full Flux.1-dev model with randomised resolution and step count.
- For a randomly selected step in the inference, the hidden states before and after the layer stack were captured.
To calculate the cost of quantizing a specific layer to a specific quant:
- A single layer in the transformer stack was quantized
- The 240 initial hidden states were run through the stack
- The cost is defined as the mean square difference between the outputs of the modified stack and the unmodified stack
The cost, therefore, is a measure of how much change is introduced into the output hidden states by the quantization.
Not quantized
In all these models, the 'in' blocks, the final layer blocks, and all normalization scale parameters are not quantized. These represent of 0.54% of all parameters in the model.
In patch models (where the states were quantised using llama.cpp code), the biases are also not quantized. These represent 0.03% of all parameters in the model.