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Subject: Re: [xacml] New issue#1 from "Boolean Policy resolution"


> In the proposed logic,
> 
> t AND t = t
> t AND n/a = t
> 
> However, that does NOT mean that for
> 
> t AND x = t
> 
> x must be t (in this logic). For an analogous example in classical
> logic,
> Take implication =>
> 
> t => t = t
> t => f = f
> f => t = t
> f => f = t
> 
> x => t = t does not force x to be t
> f => x = t does not force x to be t.
> 
> n/a is n/a. It is a separate entity.

ok, but let's step away from the academic perspective for a sec and look at the
implementational issues. whether or not n/a is symbolically unique is not
relevant to the process itself *by definition*, right? 

t + n/a  

is reduced to 

t

which yields GRANT

therefore, n/a evaluates to TRUE when it comes to granting access to a resource
for all intents and purposes. i agree that this is not true WRT to pure logical
expressionism, but the fact remains that access is granted without all
predicates explicitly evaluating to true and that is not good form in my book.

b

b


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