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gaussians

 

Definitions from the Web

Gaussians

Description:

Gaussians is a term commonly used in mathematics and statistics to refer to a specific type of probability distribution known as the Gaussian distribution or normal distribution. It is named after the German mathematician and physicist Carl Friedrich Gauss.

Senses and Usages:

Sense 1: Probability Distribution

In probability theory, Gaussians represent a continuous probability distribution that is symmetric about its mean. It is often used to model real-valued random variables that approximate natural phenomena such as measurements, errors, and noise.

Example Sentence: The measurements of height for a large population can be approximated by a Gaussians distribution.

Sense 2: Gaussian Filter

In image processing and computer vision, Gaussians are commonly utilized as a filter to blur or smooth images. The Gaussian filter helps reduce noise and improve the visual quality of images.

Example Sentence: Applying a Gaussian filter to the image helped remove the high-frequency noise.

Sense 3: Gaussian Elimination

In linear algebra, Gaussian elimination is an algorithm used to solve systems of linear equations. It involves transforming a system of equations into an equivalent system through row operations, ultimately obtaining the solutions.

Example Sentence: The Gaussian elimination method allowed us to efficiently solve the complex system of equations.

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