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What is another word for ternary logic?

Pronunciation: [tˈɜːnəɹi lˈɒd͡ʒɪk] (IPA)

Ternary logic, also known as three-valued logic, is a concept often used in computer science and mathematics. This logic system expands upon the traditional binary logic by introducing an additional logical value, typically denoted as "unknown" or "indeterminate". Synonyms for ternary logic include trivalent logic, three-valued logic, and three-state logic. These terms all refer to the same concept of a logical system that allows for an additional value beyond the traditional true and false statements. Ternary logic is particularly useful in situations where a proposition can have an uncertain or undetermined truth value, providing a more nuanced and flexible framework for reasoning and decision-making.
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What are the opposite words for ternary logic?

Ternary logic refers to a logic system that operates with three possible values: true, false, and unknown. However, there are various antonyms for this word that can help to highlight its limitations or different approaches to logic. Firstly, there is binary logic, which operates using only two possible values and is commonly used in computing. Alternatively, there is fuzzy logic, which can operate with values that are not strictly true or false but can vary in degree. Another antonym that may be used in contrast to ternary logic is classical logic, which sets out to establish a rational system for reasoning with true and false propositions.

What are the antonyms for Ternary logic?

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