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What is another word for submodular?

Pronunciation: [sʌbmˈɒdjʊlə] (IPA)

Submodular, a term often encountered in mathematics and computer science, has a plethora of useful synonyms. This adjective primarily describes a property of a mathematical function where the addition of an element to a set yields diminishing marginal gains. A term often synonymous with submodular is "diminishing returns", which reflects the concept of diminishing marginal gains. Related synonyms for submodular include "concave", "decreasing", and "subadditive". These words highlight the decreasing nature of the function's gains. Additionally, "non-increasing" and "diminishing utility" are suitable synonyms, as they emphasize the dwindling benefits of adding new elements. With various synonyms for submodular, individuals can employ the word that best suits their context and conveys the desired meaning effectively.
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What are the opposite words for submodular?

The word submodular refers to a property of mathematical functions that have certain properties of decreasing returns. Its antonyms are not commonly used, as submodularity is a specific term that applies to a relatively narrow area of mathematics. However, a few possible alternatives include supermodular, which refers to functions that exhibit increasing returns, and subadditive, which describes functions that follow a property of being lower than expressed by the sum of its parts. Additionally, non-monotonic, nonconvex, and non-decreasing are possible antonyms that describe functions that do not follow the submodular property.

What are the antonyms for Submodular?

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