К содержанию
РецензированоEN2024

THE EMPIRICAL CHARACTERISTIC FUNCTION AND LARGE SAMPLE HYPOTHESIS TESTING

Gulnoz Sayfullayeva (Navoiy State University (Uzbekistan)) · Dinara Zayniddinova (Navoiy State University (Uzbekistan)) · Sevara Fayzullayeva (Navoiy State University (Uzbekistan))

Академические исследования в современной науке · 13-15 · 2024

Аннотация

Many properties of distribution functions can be characterized in terms of their characteristic functions. This suggests that statistical inference about such properties might utilize the characteristic function. This requires that some means be found to gather information about the characteristic function from a random sample. In this investigation, the empirical characteristic function is proposed to do this.

Доказательный фрагмент

«Many properties of distribution functions can be characterized in terms of their characteristic functions.»

Образец извлечения

Демо-превью

Many properties of distribution functions can be characterized in terms of their characteristic functions. Полный текст публикации CiteX не хранит — доступ к первоисточнику открывается по DOI согласно лицензии издателя и выбранному плану.

DOI не указан
Цитирований
0
Просмотров
0
Тип
Журнал
Страна
Узбекистан
Ключевые слова
empirical characteristic function, characteristic function, probability space, independent and identically distributed random variables.
Спросить CiteX об этой работе

Смежные источники