👉 In mathematics, a non-infinite set is one in which every element has a successor. This means that if you have an infinite set A, there exists at least one natural number n such that for all elements x in A, x + 1 also belongs to A. For example, the set {1, 2, 3} is non-infinite because any element greater than or equal to 1 has a successor (2) and any element less than or equal to 3
Search Google for Noninfiniteness.
,
Search Yahoo for Noninfiniteness.
,
Search Yandex for Noninfiniteness.
,
Search Lycos for Noninfiniteness.
,
Search YouTube for Noninfiniteness.
,
Search TikTok for Noninfiniteness.
,
Search Bing for Noninfiniteness.
,
Search Wikipedia for Noninfiniteness.
,
Search Etsy for Noninfiniteness.
,
Search Reddit for Noninfiniteness.
,
Search Amazon for Noninfiniteness.
,
Search Facebook for Noninfiniteness.
,
Search Instagram for #Noninfiniteness.
,
Search DuckDuckGo for Noninfiniteness.
,
Search Pinterest for Noninfiniteness.
,
Search Quora for Noninfiniteness.
,
Search eBay for Noninfiniteness.