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Beorn has to leave so he tells all the dwarfs to stay in the hallway.

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Q: What is odd about the dinner Beorn offers the guest?
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Which are more - Number of odd integers or number of integers?

At first glance, the answer ought to be integers as all the even ones are missing from the odd ones and so there ought to be half as many odd integers. However, as we're talking about the infinite, some weird and wonderful things happen. In fact, there are just as many odd integers as integers! Suppose you had a hotel with an infinite number of rooms and they were all full. If another traveller came along, he could be accommodated by moving the guest currently in room 1 into room 2 and placing the new guest in room 1. The guest who was in room 2 would be moved out into room 3 to allow the guest who was in room 1 to move into room 2. And so on, moving each current guest into the room one higher than his current room. As there are an infinite number of rooms, there is always a next room into which a guest can be moved. This shows that oo + 1 = oo. (oo is my best attempt at the infinity symbol which looks like an eight on its side.) However, amazingly, you can accommodate an infinite number of new guests. In this case, Move the guest into the room with twice his current room number; so the guest in room 1 goes into room 2, the guest in room 2 goes into room 4, the guest in room 3 goes into room 6, and so on, freeing up all the odd numbered rooms as it is always possible to find a room with a number twice that of the current room. This shows that oo + oo = oo. It also shows that the number of odd integers is the same as the number of integers. In fact, this infinity is called Aleph-null and is the smallest infinity. There are further, larger infinities, called Aleph-One, Aleph-Two, etc., each one bigger than the previous one. They were investigated by Cantor. They have some weird properties, for example Aleph-m + Aleph-n = Aleph-r with r = maximum(m, n) Aleph-m x Aleph-n = Aleph-r with r = maximum(m, n) The number of integers is Aleph-Null; the number of odd integers is also Aleph-Null.


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