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What is Gaussian Distribution

Handbook of Research on Advanced Techniques in Diagnostic Imaging and Biomedical Applications
Also called the standard normal distribution, is the normal distribution with mean zero and variance one.
Published in Chapter:
Segmentation of Cardiac Magnetic Resonance Images
Dimitrios G. Tsalikakis (University of Ioannina, Greece), Petros S. Karvelis (University of Ioannina, Greece), and Dimitrios I. Fotiadis (University of Ioannina, Greece)
DOI: 10.4018/978-1-60566-314-2.ch008
Abstract
Segmentation plays a crucial role in cardiac magnetic resonance imaging (CMRI) applications, since it permits automated detection of regions of interest. In this chapter we review semi-automated and fully automated cardiac MRI segmentation techniques and discuss their advantages. We classify those segmentation methods as classical and model-based.
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Using Statistical Models and Evolutionary Algorithms in Algorithmic Music Composition
Gaussian distribution, sometimes referred to as normal distribution, is a mathematical function that defines the probability of a number in some context falling between any two real constants.
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Non-Parametric Statistical Analysis of Rare Events in Healthcare: Case of Histological Outcome of Kidney Transplantation
The Gaussian distribution is also commonly called the “normal distribution,” and is often described as a “bell-shaped curve.” If the number of events is very large, then a Gaussian distribution may be used to describe physical events. The normal distribution is useful because of the central limit theorem, which states that averages of random variables independently drawn from independent distributions become normally distributed when the number of random variables is sufficiently large.
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Mobile Robots Navigation, Mapping, and Localization Part II
It is also known as normal distribution. It is a family of continuous probability distributions where each member of the family is described by two parameters: mean and variance. This form of distribution is used by the localization with extended Kalman filter algorithm to describe the posterior belief distribution of the robot pose.
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