Заслоняя радугу. Евгения Кретова

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Заслоняя радугу - Евгения Кретова

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– вероятность появления жизни на подходящей для этого планете

      Fi – вероятность появления разумных форм жизни на планетах, где вообще возможна жизнь

      Fc – соотношение количества планет, на которых разумные формы жизни способны на контакт и ищут его, к числу планет, на которых вообще есть разумные формы жизни

      L – время, в течение которого разумная жизнь существует, может вступить в контакт и хочет этого.

      В настоящее время уравнение претерпевает «второе рождение» – в статье «Уравнение Дрейка через 60 лет: переосмысленное и отброшенное», опубликованной 19 мая 2021 года на сайте препринтов arXiv.org (arXiv:2105.03984v2), принятой к публикации в журнале Британского межпланетного общества (JBIS), говорится как раз о новом звучании уравнения.

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