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On Restructuring Nested Relations in Partitioned Normal Form Vldb

On Restructuring Nested Relations in Partitioned Normal Form Vldb

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hi there let's prove the nested interval property we'll go over what the property is this picture will help us understand it we'll go through a few quick examples and then jump right into the proof you can check the description or the video chapters for time stamps if you want to skip around the video for the proof of this property we'll need the axiom of completeness which we saw was the key to completing the real numbers and assuring us that it has no holes the nested interval property is another thing close to the foundation of the real numbers and it's like another formulation of the idea that the real numbers have no holes here's what it says for each natural number n assume we are given a closed interval that we'll call i n with left endpoint a n and a right endpoint b n and you know how closed intervals work they just include all the real numbers between the endpoints including the endpoints themselves also this is importan

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