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- 2-norm
- Robust Similarity Measures
- 2D slice
- AAMs in 3D
- 3D
- AAMs
- AAMs in 3D
- Delaunay triangulation
- AAMs in 3D
- ultrasound scanning
- AAMs in 3D
- 3rd party libraries
- Requirements
- k-means clustering
- Obtaining Landmarks
- L2 norm
- Robust Similarity Measures
-distribution
- Constrained AAM Search
-distribution
- Model Deformity
- a priori knowledge
- Introduction
| Introduction
- AAM search
- Iterative Model Optimization
- Active Blobs
- Background
| Solving Parameter Optimization Off-line
- Active Contour Model
- Background
- Active Shape Models
- Background
| Border AAMs
- Active Voodoo Dolls
- Solving Parameter Optimization Off-line
- affine transformation
- The Procrustes Shape Distance
| Piece-wise Affine
- alignment
- Shape Alignment
- amorphous objects
- Drawbacks
- anchor points
- Shapes and Landmarks
- Bayes theorem
- AAMs Posed in a
- Bayesian formulation
- AAMs Posed in a
- bicubic interpolation
- Pixel Interpolation
- bilinear interpolation
- Pixel Interpolation
| Acquiring Texture in Practice
- binary search tree
- Piece-wise Affine
- binary space-partitioning trees
- Piece-wise Affine
- blackbox
- Hidden Benefits
- BLAS
- Requirements
- blood vessels
- Drawbacks
- BMD
- Overview
- bone mineral density
- Overview
- boolean expression
- Summary
- Border AAM
- Summary
- Border AAMs
- Border AAMs
- BSP-trees
- Piece-wise Affine
- cardiac MRIs
- Forces
- center of mass
- The Procrustes Shape Distance
- centroid size
- The Procrustes Shape Distance
- chromosomes
- Improving Specificity in the
- circumcircle
- Piece-wise Affine
- classification
- Hidden Benefits
- clockwise
- ASF - AAM Shape
- closely spaced landmarks
- Border AAMs
- clouds
- Drawbacks
- cluttered images
- Forces
- cognitive psychology
- Introduction
- computer graphics
- Object Texture
- concave shapes
- Enhanced Shape Representation
- conjugate gradient
- Fine-tuning the Model Fit
- constrained Delaunay triangulation
- Integration into AAMs
- constructivist theorists
- Introduction
- convex hull
- Piece-wise Affine
| Enhanced Shape Representation
| ASF - AAM Shape
- convolution operator
- Initialization
- convolution theorem
- Initialization
- correlation matrix
- Modelling Shape Variation
| Comparing Pixel-distances and Intensity
- covariance matrix
- Modelling Shape Variation
| Modelling Texture Variation
| Comparing Pixel-distances and Intensity
| Shape Formulation
- CT
- AAMs in 3D
- curvature
- Obtaining Landmarks
- Damastes
- Shape Alignment
- Darwinian theory
- Initialization
- data-driven
- Forces
- definition
- deformable template models
- Background
- landmarks
- Shapes and Landmarks
| Shape & Landmarks
- shape
- Shapes and Landmarks
| Shape & Landmarks
- shape size metric
- The Procrustes Shape Distance
- shape space
- Shape Alignment
- deformable template models
- Introduction
| Background
- free form
- Background
- parametric
- Background
- Delaunay
- property
- Piece-wise Affine
- triangulation
- Piece-wise Affine
- Delaunay triangulation
- Piece-wise Affine
| Enhanced Shape Representation
- difference decomposition
- Solving Parameter Optimization Off-line
- dispersion matrix
- Modelling Shape Variation
- distance measures
- Comparison to Ground Truth
- DIVA
- Requirements
- dynamic programming
- Acquiring Texture in Practice
| The API at a
- Eckart-Young Theorem
- Reduction of Dimensions in
- eigenmodes
- Overview
- elastic body
- Finite Element Models
- equilibrium configuration
- Finite Element Models
- error
- point to associated border
- Comparison to Ground Truth
- point to curve
- Comparison to Ground Truth
- point to point
- Comparison to Ground Truth
- texture
- Texture Error
- Euclidean similarity transforms
- Shape Alignment
- Euclidean transformations
- Shapes and Landmarks
- exhaustive search
- Initialization
- expectation maximization
- Improving Specificity in the
- faces
- Hidden Benefits
- fat
- Border AAMs
- feature bands
- Multivariate Imagery
- FEM
- Background
- FFT
- Initialization
- fiducial markers
- Shapes and Landmarks
- finite element models
- Background
| Obtaining Landmarks
| The Basic Idea
- fMRI
- AAMs in 3D
- Fourier transform
- Initialization
- fourth quadrant
- ASF - AAM Shape
- Frechét mean
- Aligning a Set of
- free-form deformable model
- Overview
- Frobenius norm
- The Procrustes Shape Distance
- fundus images
- Drawbacks
- Galerkin interpolants
- Background
| Obtaining Landmarks
- gaussian blobs
- Improving Specificity in the
- genetic algorithms
- Initialization
| Fine-tuning the Model Fit
- Geometry-Constrained Diffusion
- Obtaining Landmarks
- Gibbs distributed
- AAMs Posed in a
- global behavior
- Integration into AAMs
- gross errors
- Robust Similarity Measures
- hand anatomy
- Overview
- Hausdorff distance
- Shape Alignment
- heterogeneity
- Border AAMs
| Border AAMs
- heterogeneous objects
- Drawbacks
- homogeneous convex objects
- Drawbacks
- homogeneous surface
- Increasing Texture Specificity
- homologous points
- Shapes and Landmarks
- horse-shoe effect
- Improving Specificity in the
- Hotelling, Harold
- Modelling Shape Variation
- Huber's minimax estimator
- Robust Similarity Measures
- human brain
- Forces
- human faces
- Forces
- human knee
- Forces
- hyper ellipsoid
- Model Deformity
- identity
- Hidden Benefits
- image registration
- AAMs in 3D
- image warping
- Image Warping
- ImageMagick
- Requirements
- influence function
- Alignment using the Procrustes
- inheritance
- Overview
- initialization
- Initialization
- Intel Math Kernel Library
- Requirements
- interpretation
- Hidden Benefits
- intra-class
- clustering
- Modelling Shape Variation
- shape variation
- Modelling Shape Variation
- k-d trees
- Piece-wise Affine
- Karhunen-Loeve transform
- Modelling Shape Variation
- Kendall shape space
- Shape Alignment
- landmarks
- anatomical
- Shapes and Landmarks
- definition
- Shapes and Landmarks
| Shape & Landmarks
| Texture Formulation
- mathematical
- Shapes and Landmarks
- pseudo
- Shapes and Landmarks
- LAPACK
- Requirements
- large rotations
- Background
- large-scale texture noise
- Drawbacks
| Border AAMs
- least squares
- Robust Similarity Measures
- leave-one-out
- Methodology
- likelihood probability distribution
- AAMs Posed in a
- line processes
- Robust Similarity Measures
- linear orthogonal transformation
- Modelling Shape Variation
| Shape Formulation
- linear regression
- Details on Multivariate Linear
- local behavior
- Integration into AAMs
- Lorentzian estimator
- Robust Similarity Measures
- Lorenztian error norm
- Robust Similarity Measures
- m-estimator
- Robust Similarity Measures
- MAF
- Modelling Texture Variation
- Mahalanobis distance
- Robust Similarity Measures
| Robust Similarity Measures
| Model Deformity
- main objectives
- Motivation and Objectives
| Summary of Main Contributions
- manifold
- Improving Specificity in the
| Fine-tuning the Model Fit
- MAP
- AAMs Posed in a
- Marquardt-Levenberg
- Fine-tuning the Model Fit
- mathematical morphology
- Multivariate Imagery
- maximum a posteriori
- AAMs Posed in a
- mean
- Frechét
- Aligning a Set of
- shape
- Aligning a Set of
- texture
- Modelling Texture Variation
| Modelling Texture Variation
- mean intensity error
- Texture Error
| Summary
- meaningful entities
- Scale-Space Extension
- meat
- Border AAMs
- medical applications
- Hidden Benefits
- mesh
- Piece-wise Affine
- metacarpals
- Forces
| Overview
- methodology
- Methodology
- mie
- Texture Error
- Min/Max Autocorrelation Factors
- Modelling Texture Variation
- MLPPDM
- Improving Specificity in the
- Modal Matching
- Background
- MRI
- AAMs in 3D
- multi-resolution framework
- Iterative Model Optimization
| Scale-Space Extension
| AAMs in 3D
- multiple hypotheses
- Initialization
- multivariate imagery
- Multivariate Imagery
- multivariate linear regression
- Details on Multivariate Linear
- name collisions
- Example: Changing the shape-to-pixel
- nodes
- Shapes and Landmarks
- non-rigid objects
- Introduction
- norm
- Robust Similarity Measures
- 2-norm
- Robust Similarity Measures
- L2
- Robust Similarity Measures
- Lorenztian
- Robust Similarity Measures
- m-estimator
- Robust Similarity Measures
- Mahalanobis distance
- Robust Similarity Measures
- quadratic
- Robust Similarity Measures
- truncated quadratic
- Robust Similarity Measures
- notation conventions
- Mathematical Notation
- numerical unstability
- Optimal choice of k
- occlusion
- Drawbacks
| Robust Similarity Measures
- octrees
- Piece-wise Affine
- orthogonal transformation
- Modelling Shape Variation
| Shape Formulation
- osteoporosis
- Overview
- papillary muscles
- Cardiac MRIs
| Cardiac MRIs
- pattern search
- Fine-tuning the Model Fit
- Pearson, Karl
- Modelling Shape Variation
- pertubation
- of the model parameters
- Solving Parameter Optimization Off-line
- phalanges
- Robust Similarity Measures
- photo-realistic images
- Forces
- physical model
- The Basic Idea
- pixel interpolation scheme
- Pixel Interpolation
- point annihilation
- Alignment using the Procrustes
- point correspondence
- Obtaining Landmarks
| Drawbacks
- point distribution model
- Aligning a Set of
- point to associated border error
- Comparison to Ground Truth
- point to curve error
- Comparison to Ground Truth
- point to point error
- Comparison to Ground Truth
- polar coordinates
- Improving Specificity in the
- polynomial regression
- Improving Specificity in the
- pork
- Cross-sections of Pork Carcass
- pork carcasses
- Forces
- porosity
- Overview
- pose
- Shape Alignment
- posterior distribution
- AAMs Posed in a
- pre-shape
- Shape Alignment
- principal component analysis
- Modelling Shape Variation
| Shape Formulation
- principal component regression
- Details on Multivariate Linear
- prior distribution
- uniform
- AAMs Posed in a
- prior knowledge
- Self-contained Validation
- prior probability distribution
- AAMs Posed in a
- Procrustes analysis
- Shape Alignment
| The API at a
- Procrustes distance
- Shape Alignment
- Procrustes mean
- Aligning a Set of
- prototype
- Aligning a Set of
- PRPDM
- Improving Specificity in the
- pyramidal framework
- Iterative Model Optimization
| Scale-Space Extension
- quadratic norm
- Robust Similarity Measures
| Robust Similarity Measures
- quadtrees
- Piece-wise Affine
- radiographs
- Overview
| Overview
- reduced rank multivariate linear regression
- Details on Multivariate Linear
- reference shape
- Overview
- registration
- Hidden Benefits
- regularization
- Modelling Shape Variation
| Choosing Modes of Variation
- regularized
- Overview
- remote sensing
- Drawbacks
- repeatability
- Obtaining Landmarks
- reproducibility
- Obtaining Landmarks
- rest length
- Finite Element Models
- retinal view
- Introduction
- Riemannian manifold
- Shape Alignment
- rigid objects
- Introduction
- rigid template matching
- Initialization
- robust error norms
- Robust Similarity Measures
- robust statistics
- Robust Similarity Measures
- rubber-like material
- The Basic Idea
- scale-space
- Scale-Space Extension
- self-contained validation
- Performance Assessment
| Self-contained Validation
- shape
- definition
- Shapes and Landmarks
| Shape & Landmarks
- mean
- Aligning a Set of
- metrics
- Shape Alignment
- prototype
- Background
- size metric definition
- The Procrustes Shape Distance
- shape metric
- Shape Alignment
- shape space
- Shape Alignment
- shrinking problem
- Increasing Texture Specificity
| Results
- similarity measure
- Robust Similarity Measures
- simulated annealing
- Fine-tuning the Model Fit
- singular value decomposition
- The Procrustes Shape Distance
- Snakes
- Background
- Sobel
- Multivariate Imagery
- spring constant
- Finite Element Models
- steepest descent
- Fine-tuning the Model Fit
- stop criteria
- Fine-tuning the Model Fit
- strain energy
- Shape Alignment
- striation
- Overview
- subpixel landmark accuracy
- Summary of Main Contributions
- tadpoles
- Improving Specificity in the
- tangent space
- Reducing Non-linearity
- texture
- definition
- Object Texture
- texture definition
- Object Texture
- texture error
- Texture Error
- thin plate splines
- Piece-wise Affine
- trees
- Drawbacks
- truncated quadratic norm
- Robust Similarity Measures
| Robust Similarity Measures
- uniform
- prior distribution
- AAMs Posed in a
- ventricle
- Cardiac MRIs
- vertices
- Shapes and Landmarks
- VisionSDK
- Requirements
- visual perception
- Introduction
- warping
- Image Warping
- watch model
- Improving Specificity in the
- wavelet compression
- AAMs in 3D
- x-rays
- Overview
Active Appearance Models (be)
2000-09-20