[mod.conferences] Charter for this group

taylor@hplabsc.UUCP (06/20/86)

			Charter for Mod.Conferences

			 [last revised 6/19/86]

	This is the charter for this moderated group, mod.conferences.  
  
WHO:    The moderator of the group is Dave Taylor, of HP Labs in Palo Alto,
        California.  Electronic mail about this group can be sent to either
	conferences@hplabs  or  hplabs!conferences.

WHAT:   This group is created for the sole purpose of posting announcements
	of upcoming conferences.  Each posting will have an expiration date
	that is the first day of the conference.  No reviews of conferences
	or "Calls for Papers" will be posted.

WHEN:	The information will be as timely as is possible - negotiations are
	underway with the ACM and IEEE to minimize delay in notification.

WHERE:	On the Usenet, obviously!

WHY:	It was perceived that there is a significant gap in the transmission of
	conference related activities to the Usenet community.  This group will
	fill that gap.

	It is expected that every member of the Usenet community interested
	in conferences will subscribe to this group - great efforts will be
	taken to limit the traffic in the group to a low volume.

HOW:	To get a conference announcement added to the list of announcements,
	mail it to the moderator at the above address.  If it is a conference
	that a suitable number of Usenet members will be interested in, it will
	be posted to the group.

Other Notes:

	The format to be used for displaying conferences is not final.  The
	Moderator welcomes any feedback and/or suggestions on how to improve
	it.

	Organization of the various conferences is also open to input - the
	current scheme will be to post each conference as it is recieved.
	Each posting will have a list of keywords that is simply a list of the
	groups sponsoring the conference (e.g. SIGPLAN).  Alternatives include 
	having conferences related to a previous one (say, a couple on 
	programming languages) would be posted as `responses' to the first 
	posting, and/or having a base message with an infinite lifetime for 
	each of a group of major subject areas.