rami070
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partial orders :hasse diagrams
theorem : if [A,R] is poset and A is finite , then A has both a maximal and a minimal element
A={a1,a2,a3...an}
but i know prove it is maximal , but i not know how i prove it is minimal ?
please answer ?
theorem : if [A,R] is poset and A is finite , then A has both a maximal and a minimal element
A={a1,a2,a3...an}
but i know prove it is maximal , but i not know how i prove it is minimal ?
please answer ?