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Obake-GAN:
GAN with Perturbation Layers
obake2ai@gmail.com
@obake_ai
2
ImageNet
WGAN-gp
[9]
Obake-GAN
(PGv1 vs PD)
iter 0 iter 1,000 iter 100,000
3
4
5
VS
6
VS
7
8
9
10
11
1.Upsampling 2.Zero Padding 3.Convolution
Input
Convolution Filters Output
ReLU
4.Activation
Trainable Parameters
(Nearest Neighbor)
12
z
G(z)
D(x),
D(G(z))
x
13
z
G(z)
D(x),
D(G(z))
x
14
z
G(z)
D(x),
D(G(z))
x
z
G(z) (Fake)
x (True)
D(x)
D(G(z))
15
z
G(z)
D(x),
D(G(z))
x
z
G(z) (Fake)
x (True)
D(x)
D(G(z))
16
17
18
19
20
21
22
23
24
25
26
27
1.Upsampling 2.Zero Padding 3.Convolution
Input
Convolution Filters Output
ReLU
4.Activation
(Nearest Neighbor)
Trainable Parameters
28
1.Upsampling 2.Zero Padding 3.Convolution
Input
Convolution Filters Output
ReLU
4.Activation
(Nearest Neighbor)
Trainable Parameters
29
30
31
32
33
34
35
36
37
38
z
G(z)
D(x),
D(G(z))
x
39
1.Upsampling 2.Zero Padding 3.Convolution
Input
Convolution Filters Output
ReLU
4.Activation
(Nearest Neighbor)
Trainable Parameters
40
MNIST
41
1.Upsampling 2.Zero Padding 3.Convolution
Input
Convolution Filters Output
ReLU
4.Activation
(Nearest Neighbor)
Trainable Parameters
42
Trainable
Parameters
Input
Fixed Perturbation Masks
(non-trainable)
Linear Weights
Output
ReLU
1.Perturbation 2.Activation 3.Linear Combination
43
MNIST
44
MNIST cifar10
45
Trainable
Parameters
Input
Fixed Perturbation Masks
(non-trainable)
Linear Weights
Output
ReLU
1.Perturbation 2.Activation 3.Linear Combination
46
47
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
48
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
49
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
50
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
51
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
52
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
53
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
Convolution Filters
Trainable Parameters
Fixed Perturbation Masks
(non-trainable)
54
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
Convolution Filters
Trainable Parameters
Trainable
Parameters
Linear Weights
p
q
k
Ratio =
55
56
57
G: Generator x: Fake Image
p(y|x): x y
p(y): y
[p||q]: p,q KL Divergence
58
G: Generator x: Fake Image
p(y|x): x y
p(y): y
[p||q]: p,q KL Divergence
59
G: Generator x: Fake Image
p(y|x): x y
p(y): y
[p||q]: p,q KL Divergence
60
G: Generator x: Fake Image
p(y|x): x y
p(y): y
[p||q]: p,q KL Divergence
61
Perturbation
ReLU
BatchNorm
Linear Comb
Perturbation
ReLU
BatchNorm
Linear Comb
Bilinear
Perturbation
ReLU
BatchNorm
ReLU
shortcut
BPM
BPM
BatchNorm
Linear
TPM
gRPM
Tanh
TPM
gRPM
TPM
gRPM
(128)
(128*8, 4, 4)
(128*6, 4, 4)
(128*4, 8, 8)
(128*2, 16, 16)
(3, 32, 32)
(128*2, 8, 8)
(128*1, 16, 16)
62
Linear
TPM
gRPM
Tanh
TPM
gRPM
TPM
gRPM
(128)
(128*8, 4, 4)
(128*8, 4, 4)
(128*4, 8, 8)
(128*2, 16, 16)
(3, 32, 32)
(128*4, 8, 8)
(128*1, 16, 16)
(128)
(128*8, 2, 2)
(128*8, 2, 2)
Linear
TPM
gRPM
TPM
gRPM
TPM
gRPM
Tanh
TPM
gRPM
(128*4, 4, 4)
(128*4, 4, 4)
(128*2, 8, 8)
(128*2, 8, 8)
(128*1, 16, 16)
(3, 32, 32)
(128*1, 16, 16)
(128)
(128*8, 1, 1)
(128*8, 1, 1)
Linear
TPM
gRPM
TPM
gRPM
TPM
gRPM
TPM
gRPM
(128*4, 4, 4)
(128*4, 4, 4)
(128*2, 8, 8)
(128*2, 8, 8)
(128*1, 16, 16)
(3, 32, 32)
(128*1, 16, 16)
Tanh
TPM
gRPM
(128*6, 2, 2)
(128*6, 2, 2)
63
Linear
Trans-Convolution
Leakly ReLU
Trans-Convolution
BatchNorm
Leakly ReLU
Trans-Convolution
Tanh
BatchNorm
(128)
(128*8, 4, 4)
(128*4, 8, 8)
(3, 32, 32)
(128*1, 16, 16)
64
dataset PGv1 vs CD PGv2 vs CD PGv3 vs CD CG vs CD
cifar10 6.0 (±0.5) 5.3 (±0.5) 4.3 (±0.3) 5.3 (±0.2)
LSUN 3.8 (±0.2) 3.8 (±0.2) 3.3 (±0.5) 3.2 (±0.2)
ImageNet 6.5 (±0.5) 6.5 (±0.3) 4.2 (±0.5) 4.5 (±0.3)
65
66
67
(128*1, 16, 16)
(3, 32, 32)Perturbation
MaxPooling
BatchNorm
Linear Comb
ReLU
ReLU
BatchNorm
Linear Comb
ReLU
shortcut
BPM
BPM
dRPM
Convolution
BatchNorm
ReLU
MaxPooling
dRPM
dRPM
AvgPooling
Linear
(128*2, 8, 8)
(128*4, 4, 4)
(128*8, 2, 2)
(1)
Leakly ReLU
Tan
BatchNorm
Convolution
Convolution
Leakly ReLU
BatchNorm
Convolution
Leakly ReLU
Convolution
Sigmoid
BatchNorm
Leakly ReLU
Linear
AvgPooling
(128*8, 1, 1)
(128*1, 16, 16)
(3, 32, 32)
(128*2, 8, 8)
(128*4, 4, 4)
(128*8, 2, 2)
(1)
(128*8, 1, 1)
68
(128*1, 16, 16)
(3, 32, 32)
dRPM
Convolution
BatchNorm
ReLU
MaxPooling
dRPM
dRPM
AvgPooling
Linear
(128*2, 8, 8)
(128*4, 4, 4)
(128*8, 2, 2)
(1)
Leakly ReLU
Tan
BatchNorm
Convolution
Convolution
Leakly ReLU
BatchNorm
Convolution
Leakly ReLU
Convolution
Sigmoid
BatchNorm
Leakly ReLU
Linear
AvgPooling
(128*8, 1, 1)
(128*1, 16, 16)
(3, 32, 32)
(128*2, 8, 8)
(128*4, 4, 4)
(128*8, 2, 2)
(1)
(128*8, 1, 1)
69
dataset PGv1 vs. PD PGv1 vs. CD CG vs. CD
cifar10 5.6 (±0.3) 6.0 (±0.5) 5.3 (±0.2)
LSUN 3.6 (±0.2) 3.8 (±0.2) 3.2 (±0.2)
ImageNet 6.5 (±0.5) 6.5 (±0.5) 4.5 (±0.3)
70
71
72
73
74
cifar10
WGAN-gp
[9]
Obake-GAN
(PGv1 vs PD)
iter 0 iter 1,000 iter 100,000
75
ImageNet
WGAN-gp
[9]
Obake-GAN
(PGv1 vs PD)
iter 0 iter 1,000 iter 100,000
76
Trainable
Parameters
2.Perturbation 3.Activation
Fixed Perturbation Masks
(non-trainable)
ReLU
Linear Weights
Output
4.Linear Combination1.Upsampling
(Bilinear)
Input
77
2 – 1
11937
2 – 1
11937
2
31
78
dataset MT(SND) MT(UD) LC(UD)
cifar10 5.6 (±0.3) 5.6 (±0.3) 4.5 (±1.0)
LSUN 3.6 (±0.2) 3.8 (±0.1) 3.2 (±0.4)
ImageNet 6.5 (±0.5) 5.1 (±0.9) 6.0 (±0.3)
79
80
81
82
83
84
85
86
87
88
89
[1] Goodfellow, I., Pouget-Abadie, J., Mirza, M., Xu, B., Warde-Farley, D., Ozair, S., ... & Bengio, Y. (2014). Generative adversarial nets.
In Advances in neural information processing systems (pp. 2672-2680).
[2] Karras, T., Aila, T., Laine, S., & Lehtinen, J. (2017). Progressive growing of gans for improved quality, stability, and variation. arXiv
preprint arXiv:1710.10196.
[3] Xu, T., Zhang, P., Huang, Q., Zhang, H., Gan, Z., Huang, X., & He, X. (2018). Attngan: Fine-grained text to image generation with
attentional generative adversarial networks. In Proceedings of the IEEE Conference on Computer Vision and Pattern Recognition (pp.
1316-1324).
[4] Brock, A., Donahue, J., & Simonyan, K. (2018). Large scale gan training for high fidelity natural image synthesis. arXiv preprint
arXiv:1809.11096.
[5] Y.Kishi, T.Ikegami, S.-i.O’uchi, R.Takano, W.Nogami, and T.Kudoh. “QuantizationOptimization for Training of Generative
Adversarial Network”, in 2018 Summer UnitedWorkshops on Parallel Distributed and Cooperative Processing (SWoPP). 2018-
ARC-23213, 7 2018, pp. 1-6
[6] Juefei-Xu, F., Naresh Boddeti, V., & Savvides, M. (2018). Perturbative neural networks. In Proceedings of the IEEE Conference on
Computer Vision and Pattern Recognition (pp. 3310-3318).
[7] Ali Farhadi, “Image Sampling” Retrieved from https://slideplayer.com/slide/6019094/ (Access:2019, January 27)
[8] Aljahdali, A., & Mascagni, M. (2017). Feistel-inspired scrambling improves the quality of linear congruential generators. Monte Carlo
Methods and Applications, 23(2), 89-99.
[9] Gulrajani, I., Ahmed, F., Arjovsky, M., Dumoulin, V., & Courville, A. C. (2017). Improved training of wasserstein gans. In Advances in
Neural Information Processing Systems (pp. 5767-5777).

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