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VUB-RECOIL  May 2003

VUB-RECOIL May 2003

Subject:

LambdaBar and lambda1 -- HQET or not ...

From:

Urs Langenegger <[log in to unmask]>

Reply-To:

[log in to unmask]

Date:

22 May 2003 11:13:45 -0700Thu, 22 May 2003 11:13:45 -0700

Content-Type:

text/plain

Parts/Attachments:

Parts/Attachments

text/plain (62 lines)


Hoi,

here is  a mail from Ed  Thorndike. Their default  value for LambdaBar
seems  to be  a  bit (<=60  MeV)  higher than  what we  have  -- if  I
interpret the tables correctly.

The  interesting  part  is  that  we  could  do  something  about  the
functional form of the SF.

Please do not publicize the  cbx mentioned below, this is for internal
consumption.

Cheers,
--U.



------- start of forwarded message -------
From: Ed Thorndike <[log in to unmask]>
To: [log in to unmask]
Cc: [log in to unmask]
Subject: Shape function stuff
Date: Tue, 20 May 2003 13:14:00 -0400 (EDT)

Hi Urs,
    This morning I spoke with Matthias Neubert, and he confirmed that the
parameters of the shape function should NOT be taken from b -> c l nu
measurements.  The NAMES of the parameters are the same, but the MEANINGS are
not the same.
    There is a CLEO internal report that describes how we used the b -> s gamma
spectrum for the b -> u l nu endpoint analysis.  It should not be viewed as a
public document, but you are welcome to it.  ("Private Communication" if ever a
reference is needed.)  To get a copy:

--------------------------------------------------------------------------
From:	IN%"[log in to unmask]"  "Jana Thayer" 20-MAY-2003 12:42:03.92
To:	IN%"[log in to unmask]"  "Edward Thorndike"
Subj:	Vub from b -> s gamma CBX


The location of this CBX is

http://www.lns.cornell.edu/~jlorenc/vub_bsg.ps

It will remain in this public area for a week.

Jana
------------------------------------------------------------------------------

As you will see, our aim is "endpoint", but you should be able to use it, with
some adjustments.  In particular, we give a bunch of points on the 1 sigma error
ellipse, for each of the three parametrizations of the shape function.  Sticking
these in, wandering around the error ellipse, you should be able to determine
how much your result varies.
    Hope this is of some use.  Write if questions.

                            Cheers, Ed
------- end of forwarded message -------


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