👉 In mathematics and logic, an "illimited" set is a collection of elements that cannot be further reduced to smaller sets. For example, in algebraic structures such as groups or rings, if you have two elements that are not both zero (i.e., they do not commute), then the union of these two elements will always be infinite. Similarly, in logic and set theory, an "illimited" relation is a binary relation that cannot be defined by a finite number of simple conditions.
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What is the definition of Illimitedly? 🙋
👉 "Illimitedly" is a phrase that means something cannot be fully or completely done. It's like saying you can't have too many things, but it doesn't mean you can only do one thing at a time. For example, if you want to eat pizza and drink soda, you could say "I'll have two pizzas and two sodas." But if you want to eat pizza and drink water, you'd need to go on a diet!
What is the definition of Illimitedness? 🙋
👉 In mathematics, "illimited" means that a set or variable has an infinite number of values. It is used to describe objects or quantities that can take on any value in a specific range without bound. For example, in set theory, the set of all natural numbers (denoted as N) is illimited because it has an infinite number of elements. In computer science and programming, "illimited" refers to a variable or data structure with a limited number of values that can be assigned
