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(((((((((((((11e711a0 || 11e711a0) || 11e711a0) || 11e711a0) || 11e711a0) || 6ef34cda) || 11e711a0) || 11e711a0) || 11e711a0) || 11e711a0) || 11e711a0) || 86dfa8d7) || 9d764eb1) || 386e26e3)

Создать алгоритм проверки коллизий

Рассмотрим выражение "(a ∧ ¬a)".

  1. Выражение является логическим.

  2. Выразим его через операторы ИЛИ и НЕ:

(a ∧ ¬a) = (a ∨ ¬a) ∧ ¬(a ∧ ¬a) = 1 ∧ 0 = 0

  1. Получим таблицу истинности:
a ¬a a ∧ ¬a
0 1 0
1 0 0

Так как в таблице истинности нет строк, где выражение "a ∧ ¬a" принимает значение "1", выражение является противоречивым.

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