Keras implementation of EfficientNets from the paper EfficientNet: Rethinking Model Scaling for Convolutional Neural Networks.
Contains code to build the EfficientNets B0-B7 from the paper, and includes weights for configurations B0-B5. B6 and B7 weights will be ported when made available from the Tensorflow repository.
Supports building any other configuration model of efficient nets as well, other than the B0-B7 variants.
The core idea about Efficient Nets is the use of compound scaling - using a weighted scale of three inter-connected hyper parameters of the model - Resolution of the input, Depth of the Network and Width of the Network.
When phi
, the compound coefficient, is initially set to 1, we get the base configuration - in this case EfficientNetB0
. We then use this configuration in a grid search to find the coefficients alpha
, beta
and gamma
which optimize the following objective under the constraint:
Once these coefficients for alpha
, beta
and gamma
are found, then simply scale phi
, the compound coeffieints by different amounts to get a family of models with more capacity and possibly better performance.
In doing so, and using Neural Architecture Search to get the base configuration as well as great coefficients for the above, the paper generates EfficientNets, which outperform much larger and much deeper models while using less resources during both training and evaluation.
$ pip install keras_efficientnets
pip install git+https://github.com/titu1994/keras-efficientnets.git
OR
git clone https://github.com/titu1994/keras-efficientnets.git
cd keras-efficientnets
pip install .
Simply import keras_efficientnets
and call either the model builder EfficientNet
or the pre-built versions EfficientNetBX
where X
ranger from 0 to 7.
from keras_efficientnets import EfficientNetB0
model = EfficientNetB0(input_size, classes=1000, include_top=True, weights='imagenet')
To construct custom EfficientNets, use the EfficientNet
builder. The EfficientNet
builder code requires a list of BlockArgs
as input to define the structure of each block in model. A default set of BlockArgs
are provided in keras_efficientnets.config
.
from keras_efficientnets import EfficientNet, BlockArgs
block_args_list = [
# First number is `input_channels`, second is `output_channels`.
BlockArgs(32, 16, kernel_size=3, strides=(1, 1), num_repeat=1, se_ratio=0.25, expand_ratio=1),
BlockArgs(16, 24, kernel_size=3, strides=(2, 2), num_repeat=2, se_ratio=0.25, expand_ratio=6),
...
]
model = EfficientNet(input_shape, block_args_list, ...)
In the paper, compound coefficients are obtained via simple grid search to find optimal values of alpha
,
beta
and gamma
while keeping phi
as 1.
This library provides a utility function to compute valid candidates that satisfy a user defined criterion function (the one from the paper is provided as the default cost function), and quickly computes the set of hyper parameters that closely satisfy the cost function (here, MSE between the value and max cost permissible).
An example is shown below which uses the default parameters from the paper. The user can change the number of coefficients as well as the cost function itself in order to get different values of the compound coefficients.
from keras_efficientnets.optimize import optimize_coefficients
from keras_efficientnets.optimize import get_compound_coeff_func
results = optimize_coefficients(phi=1., max_cost=2.0, search_per_coeff=10)
cost_func = get_compound_coeff_func(phi=1.0, max_cost=2.0)
print("Num unique configs = ", len(results))
for i in range(10): # print just the first 10 results out of 1000 results
print(i + 1, results[i], "Cost :", cost_func(results[i]))
Increase the number of search scopes using search_per_coeff
to some larger int value. You could also combine this
with tol
to compute a vast set of coefficients, and then select only those that have a cost value lower than the
specified tolerance.
from keras_efficientnets.optimize import optimize_coefficients
from keras_efficientnets.optimize import get_compound_coeff_func
results = optimize_coefficients(phi=1., max_cost=2.0, search_per_coeff=10, tol=1e-10)
cost_func = get_compound_coeff_func(phi=1.0, max_cost=2.0)
print("Num unique configs = ", len(results))
for i in range(10): # print just the first 10 results out of 125 results
print(i + 1, results[i], "Cost :", cost_func(results[i]))
[1] Mingxing Tan and Quoc V. Le. EfficientNet: Rethinking Model Scaling for Convolutional Neural Networks. ICML 2019. Arxiv link: https://arxiv.org/abs/1905.11946.