Hasse Diagram Minimal Element. Draw the Hasse diagram for the less than or equal to relation on 02510 0206. An element a I A is called a maximal element of A if there is no element c in A such that a faceSymbolI A is called a minimal element of A if there is no element c in A such that c faceSymbolI A is called a greatest element of A if x a for all x I A.
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So these are just element that has nothing above it. And then indentify its minimal and maximal elements. On the first level we place the prime numbers 2 3 and 5 On the second level we put the numbers 6 10 and 15 since they are immediate successors for the corresponding numbers at lower level.
3 and 4 and one minimal element viz.
And then indentify its minimal and maximal elements. On the first level we place the prime numbers 2 3 and 5 On the second level we put the numbers 6 10 and 15 since they are immediate successors for the corresponding numbers at lower level. So these are just element that has nothing above it. So conversely in a man that has nothing below it so it will be there will be a B c.
