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Article #32

Re: Information Path Theorem

#32
From: Bill Arbaugh
Date: Sat, 11 Nov 2000 20:24
69 lines
3522 bytes
There is some confusion on this problem which I am speaking with
Matt.  The ring policy (looking solely at the axioms) does not satisfy thm
6.2.  However, the ring policy prohibits indirect modifications.  With
this constraint, it does satisfy Thm 6.2.  But, an ITP (in my opinion) is
a form of an indirect modification.

I'll try and provide more feedback when I get it.

Bill

-------------------------------------------------------------------
Bill Arbaugh					www.cs.umd.edu/~waa
University of Maryland				     waa@cs.umd.edu
College Park					       301.405.2774
-------------------------------------------------------------------
On Fri, 10 Nov 2000, Bill Arbaugh wrote:

> 
You're reading too much into the problem.  What does the definition of an
> Information transfer path say?  It (ITP) is only concerned with the flow
> of information in one direction, i.e. with respect to ITP read-down is
> permitted.
> 
> -------------------------------------------------------------------
> Bill Arbaugh					www.cs.umd.edu/~waa
> University of Maryland				     waa@cs.umd.edu
> College Park					       301.405.2774
> -------------------------------------------------------------------
> On Thu, 9 Nov 2000, Narendar Shankar wrote:
> 
> > Bill
> > I am wondering if arunesh is correct.The ring policy staates that a  
> > subject can read any object irrespecive of its integrity level-this allows
> > us to read an object from an integrity level lower than the subject's.
> > 
> > I guess some numbers will make thinsg simpler.
> > 
> > assume 
> > I(s)=5
> > I(o1)=3
> > now s can read o1.
> > Assume I(o2)=4
> > therefore s can write to o2.
> > Because s reads 01 and modifies 02 an ITP exists.
> > But now I(02) <= I(01) does not hold and hence Theorem 6.2 doesnt hold.
> > 
> > Are we making any wrong assumptions here??Are we making the right
> > interpretation??Please let us know
> > sincerely
> > naren
> > 
> > 
> > 
> > Narendar Shankar M
> > Graduate Fellow
> > Computer Science Dept.
> > 4157-A.V.Williams Building,
> > University Of Maryland ,College Park
> > MD-20742
> > 
> > WEBMAIL- narendar_m_s@yahoo.co.uk
> > HOMEPAGE- www.narendarms.com
> > 
> > 
> > 
> > 
> 
> 
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From: Bill Arbaugh <waa@cs.umd.edu>
Newsgroups: csd.cmsc818z
Subject: Re: Information Path Theorem
Date: Sat, 11 Nov 2000 15:24:01 -0500
Organization: U of Maryland, College Park, MD 20742
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