An upper bound u of a non-empty set S in R is the supremum of S if and only if for every € > 0, there exists an s € such that u - € < s

Sri K.

Name: An upper bound u of a non-empty set S in ? is the supremum of S if and only if , for every ? > 0, there exists an s ? such that u - ? < s
Uploaded: 2023-01-13T20:17:29-08:00
Duration: 4 min 2 s
Channel: Sri K
Description: An upper bound u of a non-empty set S in ? is the supremum of S if and only if , for every ? > 0, there exists an s ? such that u - ? < s

Question

An upper bound u of a non-empty set S in ? is the supremum of S if and only if , for every ? &gt; 0

Sri K · Accepted Answer

In this question we need to choose the correct option for the incubic spleen interpolation. So i

Question

An upper bound u of a non-empty set S in ? is the supremum of S if and only if , for every ? > 0, there exists an s ? such that u - ? < s

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