Keyphrases
Variance Stabilizing Transformation
100%
Poisson
100%
Anscombe Transform
100%
Denoising Algorithm
57%
Inverse Variance
57%
Noise Model
57%
Signal-to-noise
57%
Gaussian Denoising
42%
Variance Stabilization
42%
Denoising
28%
Digital Image
28%
Low Intensity
28%
Poisson-Gaussian Noise
28%
Noise Free
28%
Intensity Data
28%
Poisson Distribution
28%
Denoising Process
28%
Physical Processes
14%
Physical Properties
14%
Exposure Time
14%
Image Acquisition
14%
Additive White Gaussian Noise
14%
Noise Source
14%
Noise Removal
14%
Imperfection
14%
Transformed Image
14%
Pixel Value
14%
Noise Variance
14%
Image Denoising
14%
Signal-dependency
14%
Constant Variance
14%
Noise Parameters
14%
Signal-dependent
14%
Asymptotically Unbiased
14%
Noisy Image
14%
Single Image
14%
Photon Emission
14%
Data Providing
14%
Parameter Estimation
14%
Indirect Approach
14%
Stabilization Schemes
14%
Gaussian Noise Model
14%
Stabilization Approaches
14%
Applied Statistics
14%
Dark Environment
14%
Image Capturing
14%
Imaging Sensor
14%
Biased Estimation
14%
Per Se
14%
Captured Images
14%
Short-term Exposure
14%
Closed-form Approximation
14%
Poisson Noise
14%
Engineering
Gaussians
100%
Signal-dependent Noise
37%
Captured Image
25%
Gaussian White Noise
25%
Optimality
12%
Model Parameter
12%
Experimental Result
12%
Exposure Time
12%
Additive White Gaussian Noise
12%
Noise Source
12%
Parameter Estimation
12%
Single Image
12%
Closed Form
12%
Pixel Value
12%
Do Model
12%
Noise Variance
12%
Image Capturing
12%
Gaussian Case
12%
Noisy Image
12%
Mathematics
Gaussian Distribution
100%
Variance
100%
Random Noise
27%
Poisson Distribution
18%
Optimality
9%
Concludes
9%
Parameter Estimation
9%
Indirect Approach
9%
Constant Variance
9%
Applied Statistics
9%
Closed Form
9%
Final Estimate
9%
Biased Estimate
9%
Physics
Gaussian Distribution
100%
Random Noise
33%
Parameter Estimation
11%
Physical Process
11%
Earth and Planetary Sciences