characterisic function (Meaning)

Wordnet

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

  1. In mathematics, a characteristic function is a type of indicator function used to represent the presence or absence of a specific property.
  2. 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.
  3. The characteristic function of a prime number set would assign the value 1 to prime numbers and 0 to non-prime numbers.
  4. Statisticians often use characteristic functions to describe the distribution of random variables.
  5. The characteristic function of a random variable uniquely determines its probability distribution.
  6. The characteristic function of a binomial distribution can be expressed using exponential and trigonometric functions.
  7. Mathematicians study the properties and behavior of characteristic functions to better understand probability theory and statistics.
  8. The Fourier transform of a probability density function yields its characteristic function.
  9. Characteristic functions play a crucial role in the study of limit theorems and central limit theorems.
  10. 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.