Thing that I am unclear of:
1. With Regards to the BLP (b,m,f,h)
h = hierarchy
does this mean:
(since the root must be of higher security level than the parent)
2. For puzzle:
In cases where puzzle could be one big puzzle or could seperate the one big puzzle to 8 smaller sub puzzle.
-Does this mean that: 1 big puzzle = 8 smaller sub puzzle?
The probability of getting them are?
(1/large puzzle) vs (1/smaller puzzle * 8)
In this case in term of working it will be:
FORMULA : m*2k-1 (to find the expected result by brute force)
Hence:
1/2^(k+3)
[Question over here: +3 should be the identifier for the big puzzle to identifier the big puzzle]
1/2^k8
[The k*8 over here is because there is 8 smaller puzzle]
In theory one big puzzle = 8 smaller puzzle
[since the 8 smaller sub puzzle was get by seperating the big puzzle into 8 diff puzzle]
how does:
1/2^(k+3) EQUAL to 1/2^k8? if the +3 refer to the identifier shouldn't the 8 smaller puzzle also have identifier as well?
e.g. 1/2^(8k+3)
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