numpy.random.geometric

numpy.random.geometric(p, size=None)

Генерация выборок из геометрического распределения.

Биномиальные испытания — это эксперименты с одним из двух исходов: успехом или неудачей (например, подбрасывание монеты). Геометрическое распределение моделирует количество испытаний, необходимых для достижения успеха. Поэтому оно определено на положительных целых числах, k = 1, 2, ....

Функция вероятности массы геометрического распределения

<img alt="f(k) = (1 - p)^{k - 1} p" src="data:image/svg+xml;base64,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

где p — вероятность успеха отдельного испытания.

Параметры:	p : float or array_like of floats Вероятность успеха отдельного испытания. size : int or tuple of ints, optional Форма выходных данных. Если заданная форма, например, (m, n, k), то m * n * k выборок генерируется. Если размер — None (по умолчанию), возвращается одно значение, если p является скалярным. В противном случае np.array(p).size выборок генерируется.
Возвращаемое значение:	out : ndarray or scalar Сгенерированные выборки из геометрического распределения с заданными параметрами.

Примеры

Генерация десяти тысяч значений из геометрического распределения с вероятностью успеха отдельного испытания, равной 0.35:

>>> z = np.random.geometric(p=0.35, size=10000)

Сколько испытаний увенчались успехом после одного запуска?

>>> (z == 1).sum() / 10000.
0.34889999999999999 #random