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What is another word for subadditivity?

Pronunciation: [sˌʌbɐdɪtˈɪvɪti] (IPA)

Subadditivity refers to a mathematical concept wherein the sum of two values is always smaller than or equal to the sum of their individual values. This principle has various synonymous terms in mathematics, each emphasizing different aspects of the concept. One such synonym is "sublinearity", which highlights the property of a function being less than linear. "Convexity" is another synonym, emphasizing the shape of a graph that lies below any segment joining two of its points. "Weakening" is another term used to describe the subadditivity principle when considering inequalities. Overall, these synonyms encapsulate the essence of subadditivity, making it easier to comprehend and apply in various mathematical contexts.
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What are the opposite words for subadditivity?

Subadditivity is a mathematical term used to describe a property where the sum of two values is less than the sum of their individual values. The antonyms for subadditivity are superadditivity and additivity. Superadditivity is a property where the sum of two values is greater than the sum of their individual values, while additivity is a characteristic where the sum of two values is equal to the sum of their individual values. These terms are commonly used in the field of mathematics, physics, and economics to describe the interactions between variables. Understanding the differences between subadditivity, superadditivity, and additivity is important to accurately model and predict these relationships.

What are the antonyms for Subadditivity?

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