From @mitvma.mit.edu,@WVNVM.WVNET.EDU:BRYAN@WVNVM.WVNET.EDU Sat Jan 8 18:47:56 1994 Return-Path: <@mitvma.mit.edu,@WVNVM.WVNET.EDU:BRYAN@WVNVM.WVNET.EDU> Received: from mitvma.mit.edu by life.ai.mit.edu (4.1/AI-4.10) for /com/archive/cube-lovers id AA13806; Sat, 8 Jan 94 18:47:56 EST Message-Id: <9401082347.AA13806@life.ai.mit.edu> Received: from MITVMA.MIT.EDU by mitvma.mit.edu (IBM VM SMTP V2R2) with BSMTP id 5459; Sat, 08 Jan 94 15:13:25 EST Received: from WVNVM.WVNET.EDU (NJE origin MAILER@WVNVM) by MITVMA.MIT.EDU (LMail V1.1d/1.7f) with BSMTP id 3153; Sat, 8 Jan 1994 15:13:25 -0500 Received: from WVNVM.WVNET.EDU (NJE origin BRYAN@WVNVM) by WVNVM.WVNET.EDU (LMail V1.1d/1.7f) with BSMTP id 8475; Sat, 8 Jan 1994 15:10:53 -0500 X-Acknowledge-To: Date: Sat, 8 Jan 1994 15:10:52 EST From: "Jerry Bryan" To: "Cube Lovers List" Subject: Calculating |G\M| (Three Typos) I have found three typos in my article from this morning. Two are trivial, and I would not have bothered to report them. One of them is fundamental, and I feel obliged to report a correction. >for all X in GC[m]\B and all GE[n]\B. For a while I thought it was and for all Y in GE[n]\B >We can now say that GC\B is partitioned into GC[1]\B, GC[2]\B, ... >through GC\B[10] and similarly for GE\B. Unfortunately, using GC[10]\B > For a fixed m and n, |BClass(X)[m] * BClass(Y)[n]| is constant |(BClass(X)[m] * BClass(Y)[n])\M| > for all X in GC[m]\B and all Y in GE\[n]\B, where GC[m] is > the set of all X in GC such that CSind(X)=m and GE[n] is the set > of all Y in GE such that CSind(Y)=n. = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = = Robert G. Bryan (Jerry Bryan) (304) 293-5192 Associate Director, WVNET (304) 293-5540 fax 837 Chestnut Ridge Road BRYAN@WVNVM Morgantown, WV 26505 BRYAN@WVNVM.WVNET.EDU If you don't have time to do it right today, what makes you think you are going to have time to do it over again tomorrow?