2021•Journal of The Faculty of Science and TechnologyOpen access

Appropriate Probability Density Function of Convex Bodies.

Khalid A Ateia, Tarig A. Abdelhaleem

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Abstract

We investigate under the notion of Large Deviation Principle & Concentration of Measure as a technique,the ability of estimating the probability density function of any random vector in the space Rn. We found that an appropriate probability distribution for any convex body in the space is sub – Gaussian.

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We investigate under the notion of Large Deviation Principle & Concentration of Measure as a technique,the ability of estimating the probability density function of any random vector in the space Rn. We found that an appropriate probability distribution for any convex body in the space is sub – Gaussian.

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Available abstract

We investigate under the notion of Large Deviation Principle & Concentration of Measure as a technique,the ability of estimating the probability density function of any random vector in the space Rn. We found that an appropriate probability distribution for any convex body in the space is sub – Gaussian.

Key concepts: Probability density function, Probability mass function, Mathematics, Probability measure, Measure (data warehouse), Probability distribution, Space (punctuation), Regular polygon

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