| Subject: | Re: Transfinite Ordinal Multiplication |
|---|---|
| From: | William Elliot |
| Date: | Sun, 30 Apr 2006 05:27:33 -0700 |
| Newsgroups: | sci.math |
On Sun, 30 Apr 2006, zuhair wrote: > It says that Trasnfinite Ordinal multiplication is non commutative. > > 2*Omega is different from Omega * 2 > > so 2+2+2+............. = Omega > > While Omega + Omega = 2.Omega>Omega > No. Multiplication isn't communative. 2 * omega_0 = omega_0 < omega_0 + omega_0 = omega_0 * 2 > I see this a little bit fabricated! or let's say fixed. 2^omega_0 = omega_0 < omega_1 = aleph_1 <= |2|^aleph_0 = |2|^|omega_0| > Why? > Ordinal exponentation. |
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