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Generation of 3D-avatar
animation from latent
representations
PFN internship Fukumu Tsutsumi
(Mentors: Unno-san, Fukuda-san)
1
Introduction
• We aimed at manipulating robots by natural language.
• This time DeNA provides us 3D-avatar data (containing model and
motion data), so we utilize them to generate 3D-avatar motions.
• There are many kinds of motions:
• Motion without targets (e.g. “jump”) ← We focus on this
• Motion with targets (e.g. “throw”)
• Motion related to places (e.g. “ride”)
• Motion by tools with targets (e.g. “eat”)
• We intend to use unsupervised way to parametrize motions.
2
Previous works
• Graph-based approach (Lee+, 2006) (Zhao+, 2009)
• Regard a motion as a sequence of frames (avatar poses)
• Reduce the “similar” vertices into one vertex, so that make new, natural
transitions
• Synthetic way by timeline-like annotation (Arikan+, 2003)
• Timeline-like UI, by which users can mark given features on timelines
• System synthesize motions based on human annotations
3
Settings / Methods
• [Settings]
• Find “good” (= reconstructing well, smaller) dimension reduction models
• Generate motions from latent representations
• [Methods]
• Auto Encoder
• Principal Component Analysis (PCA)
• PCA, Kernel PCA, Sparse PCA, etc.
4
original
reconstructed
reduced
Forward propagation
dim=5480 dim=5480transform
inverse
transform
Generation phase
Datasets
• DeNA provides us both model and motion data
• Includes 100k+ motions
• Model
• Set of avatar bones, which consists of translation, y/z-axis, defining
model coordinates system
• One model has about 500 ~ 600 bones
• Motion
• Each motion data consists of 36 frames
• Each frame consists of translation, rotation-axis, rotation-angle,
scale of each bone, which come to be 10 dimensions
• In general, one avatar has about 5k ~ 6k dimensions!
5
Experiment #1 Auto Encoder
6
• Input data are normalized.
• Minimize the error between
original and reconstructed vector.
• Let 𝑥 be the original vector, then
reconstructed vector is
𝑥′
= 𝑊2 𝜎 𝑊1 𝑥
• Even human-shaped avatar
cannot be obtained
Reconstructed vector
Original vector
Latent vector
dim=5480
dim=100
dim=5480
Forwardpropagation
W1
W2
Experiment #2 PCA
• No normalization
• (linear) PCA gives error less
than 1e+01 with 30 dimensions.
• Kernel PCA does not perform
well than linear PCA.
7
Reconstructed vector
Original vector
Latent vector
dim=5480
dim=30
dim=5480
Forwardpropagation
PCA
Inv.
PCA
Conclusion
• Motion data can be highly compressed by dimension
reduction, such as PCA.
• At this time linear methods perform well than non-linear
methods.
• We can parametrize motion data by a meaningful way.
• Each dimension of latent representations can be regarded as some
motion, such as “float”, “squat”, “camera zoom-in”, etc.
• Show demo
Acknowledgements
I appreciate for the motion data provided by DeNA.
8

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Generation of 3D avatar motions from latent representations using PCA

  • 1. Generation of 3D-avatar animation from latent representations PFN internship Fukumu Tsutsumi (Mentors: Unno-san, Fukuda-san) 1
  • 2. Introduction • We aimed at manipulating robots by natural language. • This time DeNA provides us 3D-avatar data (containing model and motion data), so we utilize them to generate 3D-avatar motions. • There are many kinds of motions: • Motion without targets (e.g. “jump”) ← We focus on this • Motion with targets (e.g. “throw”) • Motion related to places (e.g. “ride”) • Motion by tools with targets (e.g. “eat”) • We intend to use unsupervised way to parametrize motions. 2
  • 3. Previous works • Graph-based approach (Lee+, 2006) (Zhao+, 2009) • Regard a motion as a sequence of frames (avatar poses) • Reduce the “similar” vertices into one vertex, so that make new, natural transitions • Synthetic way by timeline-like annotation (Arikan+, 2003) • Timeline-like UI, by which users can mark given features on timelines • System synthesize motions based on human annotations 3
  • 4. Settings / Methods • [Settings] • Find “good” (= reconstructing well, smaller) dimension reduction models • Generate motions from latent representations • [Methods] • Auto Encoder • Principal Component Analysis (PCA) • PCA, Kernel PCA, Sparse PCA, etc. 4 original reconstructed reduced Forward propagation dim=5480 dim=5480transform inverse transform Generation phase
  • 5. Datasets • DeNA provides us both model and motion data • Includes 100k+ motions • Model • Set of avatar bones, which consists of translation, y/z-axis, defining model coordinates system • One model has about 500 ~ 600 bones • Motion • Each motion data consists of 36 frames • Each frame consists of translation, rotation-axis, rotation-angle, scale of each bone, which come to be 10 dimensions • In general, one avatar has about 5k ~ 6k dimensions! 5
  • 6. Experiment #1 Auto Encoder 6 • Input data are normalized. • Minimize the error between original and reconstructed vector. • Let 𝑥 be the original vector, then reconstructed vector is 𝑥′ = 𝑊2 𝜎 𝑊1 𝑥 • Even human-shaped avatar cannot be obtained Reconstructed vector Original vector Latent vector dim=5480 dim=100 dim=5480 Forwardpropagation W1 W2
  • 7. Experiment #2 PCA • No normalization • (linear) PCA gives error less than 1e+01 with 30 dimensions. • Kernel PCA does not perform well than linear PCA. 7 Reconstructed vector Original vector Latent vector dim=5480 dim=30 dim=5480 Forwardpropagation PCA Inv. PCA
  • 8. Conclusion • Motion data can be highly compressed by dimension reduction, such as PCA. • At this time linear methods perform well than non-linear methods. • We can parametrize motion data by a meaningful way. • Each dimension of latent representations can be regarded as some motion, such as “float”, “squat”, “camera zoom-in”, etc. • Show demo Acknowledgements I appreciate for the motion data provided by DeNA. 8