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1. IGARSS 2011, Vancouver
TU4.T08.1: Hyperspectral Monitoring of the Environment I
A Methodology of Forest Monitoring from
Hyperspectral Images with Sparse Regularization
Jul. 26, 2011
MITSUBISHI RESEARCH INSTITUTE, INC.
Keigo YOSHIDA, Takashi OHKI, Masahiro TERABE, Hozuma SEKINE (MRI)
Tomomi TAKEDA (ERSDAC)
Copyright (C) Mitsubishi Research Institute, Inc.
2. Introduction:Forest Monitoring by Remote Sensing
Decision making for Forest Management
Disaster prevention planning
Accurate Info.
Needs Finding forest of poor growth
Needs of Present Forest
GHG Credit estimation
Resource management
Forest conditions change dynamically
High Cost of
Conduct periodical field survey
Problem Forest Survey
Problem estimate 600-1200 USD / Km2 / year
& Monitoring
※ in case of Japan; 1 USD = 81 yen
Forest Monitoring No need for field survey all over the area
Solution
Solution by Remote Sensing
Highly-frequent observation
Copyright (C) Mitsubishi Research Institute, Inc. 2
3. Introduction:Highly-developed Sensing Tech. & Challenges
Sensing Tech. Challenges
Hard to bring out potential of big sensor data
Hyperspectral sensor [e.g.] NDVI use just 2 bands, or Red and IR
& have to select optimal band combinations
provide detailed optical info.
on forest physiognomy Complexity of prediction model increases,
growth situation resulting in poor prediction performance
character of tree species Dimension is high but sample size is small
etc. due to limitation of field survey
This causes model overfitting
Sensor fusion Modeling is not easy for several sensor data
Reflect diverse property of different physical property
of targets Statistical or Data-driven approach is needed
Copyright (C) Mitsubishi Research Institute, Inc. 3
4. Research Outline
Utilize rich data by a machine learning technique (sparse regularization)
and achieve accurate, informative, & less costly forest monitoring
Remote Sensing Data Fusion
Input Data (CASI-3 hyperspectral images + SAR signals)
Input Data
Field Survey Results
Sparse Regularization
Methodology
Methodology (Sparse Discriminant Analysis、LASSO regression)
Predicted Stand Factors of each subcompartments
for Forest Management
Output Data
Output Data (Species, Canopy cover, Timber volume, Tree height)
Prediction Models
Subcompartment: a general spatial unit for forest monitoring
Copyright (C) Mitsubishi Research Institute, Inc. 4
5. Target Site
Town-owned forest in Shimokawa,
Hokkaido, Japan
Approx. 90 % of town is covered by forest
Utilize local conifer resources for business
Environmental model city for low-carbon society
Shimokawa
Copyright (C) Mitsubishi Research Institute, Inc. 5
6. Remote Sensing Data
Species and Canopy-cover prediction: CASI-3 hyperspectrum
Volume and Height prediction: Data fusion (CASI-3 + PALSAR)
Remote Sensing
Hyperspectral sensor (optical property)
Airborne hyperspectral imager CASI-3
84 bands from 400 to 1060 nm (wavelenght res. : 8 nm)
Original spatial res.: 2.0 m
→ Resolution is decreased to 30m to simulate satellite-based operation
PALSAR (shape or volume property)
Microwave backscattering org. image resized
Copyright (C) Mitsubishi Research Institute, Inc. 6
7. Field Survey
During aircraft obs., conduct field survey to collect data for modeling & validation
Field Survey:
Place 25-sq-m quadrats
Inventory study for trees whose DBH > 5cm & and record tree species
Canopy cover measurement with whole-sky camera
Height measurement for sampled 10 trees
Copyright (C) Mitsubishi Research Institute, Inc. 7
8. What is Sparse Regularization ? Why Do I Use it ?
“Sparse” means the model has a low # of nonzero parameters
■ Optimal Band Selection
Ineffective parameters will be removed from prediction model
automatically by solving convex optimization problem
■ Higher Generalization Capability
simple model with smaller # of bands achieves less
overfitting; better prediction performance
■ More Interpretable Model
Copyright (C) Mitsubishi Research Institute, Inc. 8
9. Sparse Regularization:Theoretical Overview
Add penalty to loss function to obtain model with small num. of variables
LASSO (R. Tibshirani et al., 96) Loss function (LS)
(penalty) norm
Optimal Scoring (T. Hastie et al., 94)
Perform Fisher’s linear discriminant analysis as regression by score
convert categorical variables for class membership into quantitative
Optimize and weight vector simultaneously
Copyright (C) Mitsubishi Research Institute, Inc. 9
10. Intuitive Explanation of Sparse Regularization
To reduce empirical errors, <penalty>
W moves away from 0,
then penalty increases
L1-norm: attraction force to 0 is const.
-> Small values in W tend to be 0
<attraction force to 0>
L2-norm: attraction force is small around 0
-> Small values in W remain
Coefficients
L1-regularization L2-regularization
Copyright (C) Mitsubishi Research Institute, Inc. 10
11. Experimental Flow
1. Modeling Prediction
Prediction
Performance
Performance
Hyperspectral Reflectance
Hyperspectral Reflectance Classification
Classification
Sparse LDA
(ave. w/in each quadrat)
(ave. w/in each quadrat) Model
Model
Regression
Regression
PALSAR Signals
PALSAR Signals LASSO Regression
Model
Model
2. Prediction for Subcompartments
Forest Pixel Extraction
Hyperspectral Reflectance
Hyperspectral Reflectance
Semisupervised LDA Forest Pixels
Forest Pixels
(30m x 30m pixels)
(30m x 30m pixels)
Subcompartment Prediction
Averaged Reflectance
Averaged Reflectance Predicted
Predicted
w/in each Subcomp. Obtained Model
w/in each Subcomp. Forest Condition
Forest Condition
Copyright (C) Mitsubishi Research Institute, Inc. 11
12. Variety in a Subcompartment
There is a large variety inside a subcompartment
Non-forest area
• Deforestation area
• Canopy gaps
Invading woods other than planted species
• they’re not recorded on forest register
(Subcompartment)
Copyright (C) Mitsubishi Research Institute, Inc. 12
13. Experimental Setting (1/2)
Dataset:
Target category: 4 species
Larix kaempferi, Abies sachalinensis, Picea glehnii, other Broadleaf
Source
Hyperspectral reflectance by CASI-3
84 bands, 400 – 1060 nm
9 signals given by PALSAR data
polarimetries (HH/HV/VV)
Three scattering components proposed by Freeman
i.e. surface scattering, double bounce scattering, volume scattering
Averaged alpha angle
Polarimetric entropy
Anisotropy
Quadrats:
Copyright (C) Mitsubishi Research Institute, Inc. 13
14. Experimental Setting (2/2)
Validation:
100 times iteration of 5-fold cross valiadtion
Comparison:
Methodology
Classification
Spectral Angular Mapper ; SAM
Regularized Discriminant Analysis; RDA (L2-norm regularization)
ν-Support Vector Machines; SVM (w/ Linear and RBF kernel)
Regression
Partial Least Squares; PLS
Input data # wavelength range (nm)
pseudo multi-spectral image Band 1 520 – 600
ASTER image simulated from CASI-3 data Band 2 630 – 690
3 bands Band 3 760 - 860
Copyright (C) Mitsubishi Research Institute, Inc. 14
16. Result: Quadrat Stand Factor Regression
LASSO with hyperspectral data provides best performance for all stand factor
RMSE
(10-fold CV)
Prediction
(10-fold CV) Canopy Cover Timber Volume Tree Height
poor results
Copyright (C) Mitsubishi Research Institute, Inc. 16
17. Result: Forest Extraction by Semi-supervised LDA
Cloud
deforestation
Bare ground
Grass & Bamboo
※ Dots indicate top-left
point of each pixel
Clouds
Sparse forest
Validation with 39 pixels selected manually
Forest vs. non-forest: 100 %
Overall Accuracy: 97.4 % (38/39)
Copyright (C) Mitsubishi Research Institute, Inc. 17
18. Result: Tree Species Composition in Subcompartments
Confirm consistency between actual and estimated species by field survey
Legend
Larix kaempferi
Abies sachalinensis 30 m resized pixels Abies sachalinensis
Picea glehnii
Natural Broadleaf
▲ Field Survey Points
※ Dots indicate top-left
point of each pixel
Broadleaf Original CASI-3
Invading broadleaf trees were found
Copyright (C) Mitsubishi Research Institute, Inc. 18
19. Predicted Tree Species Distribution Map
registry
Young Picea glehnii
Legend
Invasion of broadleaf
to larch plantation
Predicted
mixed = below 70% dominancy
Copyright (C) Mitsubishi Research Institute, Inc. 19
20. Predicted Maps
Canopy Cover Timber Volume Tree Height
Copyright (C) Mitsubishi Research Institute, Inc. 20
21. Validation and Evaluation – Canopy Cover Map
Confirm prediction reflects forest conditions rightly by field survey
non-thinned non-thinned
Line-thinned Line-thinned
Canopy Density
Copyright (C) Mitsubishi Research Institute, Inc. 21
22. Validation and Evaluation – Tree Height Map
Young Picea glehnii
& Broadleaf forest of low height
Larix trees with relatively higher
stand age were observed
Copyright (C) Mitsubishi Research Institute, Inc. 22
23. Conclusions
Present forest monitoring method from hyperspectral and SAR image
Integrate diverse data source with different property of targets
To overcome high-dimension-small-sample-size problem resulting in over-fitting,
sparse regularization techs (LASSO & Sparse Discriminant Analysis) are adopted
3 advantages of sparse regularization
Generalization, Interpretability, Optimal Band Selection
Experimental simulations of satellite-based operation prove effectiveness
Advantage in prediction accuracy to several supervised methods
Advantage of hyperspectral data to multispectral
Prediction results reflect existing forest conditions rightly
Copyright (C) Mitsubishi Research Institute, Inc. 23
24. Many thanks for your kind attention.
Questions ?
Copyright (C) Mitsubishi Research Institute, Inc. 24
27. Frequently Selected Parameters for Species Classification
Distinct bands for confier/broadleaf properties & feature of species are selected.
Around 450nm: absorption peak of G-type lignin richly contained in conifer wood
Around 520nm: absorption peak of S-type lignin richly contained in broadleaf wood
Red edge
出現率 Ratio [%]
100
90 :freq. selected
Frequency used 80
70
bands
Appearance[%]
60
in prediction model 50
40
30
by 100 bootstrapping 20
10
0
0 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80
Band No.
バンド番号
Picea
Reflectance
Reflectance Larix
Abies
spectrum Broadleaf
Wavelength [nm]
Copyright (C) Mitsubishi Research Institute, Inc. 27