👉 In mathematical terms, "weakly llerier" refers to a property that a function or relation has in some sense weaker than another. This can be expressed as follows: A relation is said to be weakly leiterer if it satisfies certain criteria but does not satisfy all of them. For example: - The relation \( R \) on the set of integers, with the operation \( + \), is weakly leiterer since for any two elements \( x \) and \(
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