👉 A dominating term in mathematics refers to a term that is used as an example or as an alternative to another term. It can be defined as a term that is more important than the other terms it replaces, and it is often used in contexts where one of the terms has already been used before. For example, "the dominant species" might be defined as "the most numerous species," which is considered a dominating term because it is more specific than the generic term "species."
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What is the definition of Dominated? 🙋
👉 In mathematics, a function is dominated by another function if there exists a number α such that f(x) ≤ α for all x in the domain of f. This concept is crucial in several areas of analysis, including optimization and control theory. The term "dominated" refers to a situation where one function dominates another, meaning that the second function can be made as close to zero as desired by changing its input without affecting its output. In other words, if we change the value of one variable
What is the definition of Dominate? 🙋
👉 In mathematics, the term "dominate" refers to a set of numbers that are greater than or equal to another set. It is often used in conjunction with inequalities, where one set (the dominator) is considered to be the largest number that can be included within another set (the subordinates).
