characterisic function (Meaning)
characterisic function (n)
(electronics) graph showing how a particular characteristic of a device varies with other parameters
Synonyms & Antonyms of characterisic function
No Synonyms and anytonyms found
characterisic function Sentence Examples
- In mathematics, a characteristic function is a type of indicator function used to represent the presence or absence of a specific property.
- The characteristic function of a set is defined as a function that takes the value 1 if an element is in the set and 0 otherwise.
- The characteristic function of a prime number set would assign the value 1 to prime numbers and 0 to non-prime numbers.
- Statisticians often use characteristic functions to describe the distribution of random variables.
- The characteristic function of a random variable uniquely determines its probability distribution.
- The characteristic function of a binomial distribution can be expressed using exponential and trigonometric functions.
- Mathematicians study the properties and behavior of characteristic functions to better understand probability theory and statistics.
- The Fourier transform of a probability density function yields its characteristic function.
- Characteristic functions play a crucial role in the study of limit theorems and central limit theorems.
- The characteristic function of a random process provides insights into its statistical properties and dependencies.
FAQs About the word characterisic function
(electronics) graph showing how a particular characteristic of a device varies with other parameters
No synonyms found.
No antonyms found.
In mathematics, a characteristic function is a type of indicator function used to represent the presence or absence of a specific property.
The characteristic function of a set is defined as a function that takes the value 1 if an element is in the set and 0 otherwise.
The characteristic function of a prime number set would assign the value 1 to prime numbers and 0 to non-prime numbers.
Statisticians often use characteristic functions to describe the distribution of random variables.
