Kerberos 5 Release 1.4
    
    
    The MIT Kerberos Team announces the availability of the
      krb5-1.4 release.  The detached PGP
      signature is available without going through the download
      page, if you wish to verify the authenticity of a distribution
      you have obtained elsewhere.  The following is a list of notes
      and major changes; please see the README file for a more complete
      listing of changes.
    
      - Fix heap buffer overflow in password history
	mechanism. [MITKRB5-SA-2004-004]
      
- Add implementation of the RPCSEC_GSS authentication flavor
	to the RPC library.  Thanks to Kevin Coffman and the CITI
	group at the University of Michigan.
      
- Thread safety for krb5 libraries.
      
- Merged Athena telnetd changes for creating a new option for
	requiring encryption.
      
- The kadmind4 backwards-compatibility admin server and the
	v5passwdd backwards-compatibility password-changing server have been
	removed.
      
- Yarrow code now uses AES.
      
- New client commands kcpytkt and kdeltkt for Windows.
      
- New command mit2ms on Windows.
      
- Merged Athena changes to allow ftpd to require encrypted
	passwords.
      
- Incorporate gss_krb5_set_allowable_enctypes() and
	gss_krb5_export_lucid_sec_context(), which are needed for NFSv4,
	from Kevin Coffman.
    
You may also see the current full
      list
	of fixed bugs tracked in our RT bugtracking system.
    
Known Bugs
    Known bugs reported against krb5-1.4 are listed
      here.
    
    Please note that the HTML versions of these documents are
      converted from texinfo, and that the conversion is imperfect.
      If you want PostScript or GNU info versions, please download
      the documentation tarball.
    
    
    You may retrieve the Kerberos 5 Release 1.4 source from
      here.
      If you need to acquire the sources from some other distribution
      site, you may verify them against the detached
      PGP signature for krb5-1.4.
    
    $Id: krb5-1.4.html,v 1.7 2005/01/27 22:55:43 tlyu Exp $
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