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Lightweight Distributed   Trust Propagation   (daniele quercia & stephen hailes & licia capra) U   C   L
What I do...
Research @ ...
 
What I research...
Reputation Systems for Mobiles
Daniele Quercia Situation : People exchange   digital content
Daniele Quercia Problem : Content overload
Daniele Quercia Proposal:   Accept content only   from  reputable  people
Daniele Quercia Take two devices… A B
Daniele Quercia A B Shall I accept  content from  B ?
Daniele Quercia A B A  should  set its initial trust  for  B
Daniele Quercia A B A  should  set its initial trust  for  B Yes, but how?
Daniele Quercia Traditional way:   Trust propagation ? A B C
Daniele Quercia That way works on the  Web  and   has been tested on  “binary” ratings
Daniele Quercia If that way is tested on  3-level ratings
Conclusion:   A  needs a  new way   for  propagating its trust  in  B
Conclusion:   A  needs a  new way   for  propagating its trust  in  B But which way?
Our proposal
Daniele Quercia 1 ? A B C 2 A  B A  C C  B
Daniele Quercia 1 ? A B C 2 ? Put  trust relationships in a new graph &  label  graph nodes 1 2 A  B A  C C  B
Daniele Quercia 1 ? A B C 2 ? Put  trust relationships in a new graph &  label  graph nodes Define  a “good” function that rates A  B f 1 2 A  B A  C C  B
Daniele Quercia 1 ? A B C 2 ? build_graph ( trust_relationships, A  B ) f find_f 1 2 A  B A  C C  B
<build_graph>
A B D C 3 2 1 1 2 ? A    B ? ? 2 3 1 0.5 1 M M
A B D C 3 2 1 1 2 ? A    B ? ? 2 3 1 0.5 1 M M What are those ?
Remember, we’ll define  f   We will see that  f   rates neighbouring nodes alike     It’s a neighbour of A  B; therefore, it rates as A  B does ?
Remember, we’ll define  f   We will see that  f   rates neighbouring nodes alike     It’s a neighbour of A  B; therefore, it rates as A  B does ? Find relationships that  rate as A  B  does
Remember, we’ll define  f   We will see that  f   rates neighbouring nodes alike     It’s a neighbour of A  B; therefore, it rates as A  B does ?
2  Types   of those   relationships
1.  The relationships with  same rater  ( A ) A B D C 3 2 1 1 2 As long as  B  and  D   behave  alike
A B D C 3 2 1 1 2 2.  The relationships with  same rated node  ( B ) As long as  A  and  C   rate  alike
OK,  2  Types
Taking those relationships,  one comes up with …
… a graph! A    C A    B A    D C    B 2 3 1 0.5 1 M M
</build_graph>
<find_f>
A    C A    B A    D C    B 2 3 1 0.5 1 M M
Take  f  that returns  the  ratings  already there (  ) & similar  ratings  for neighbouring nodes  A    C A    B A    D C    B 2 3 1 0.5 1 M M 2 3
More formally, …
We find  f  that minimizes that loss!
</find_f>
Daniele Quercia 1 ? A B C 2 ? build_graph f find_f 1 2 A  B A  C C  B
Does it work?   Useful, Robust, Fast, “Light”?
Daniele Quercia Useful?  Tested on real data   (Advogato: > 55K user ratings)
Daniele Quercia Useful?  Tested on real data   (Advogato: > 55K user ratings)
Daniele Quercia Robust?
Daniele Quercia Robust?
Daniele Quercia Fast  and “ Light ”?
Daniele Quercia Fast  and “ Light ”?  For propagating A  B  (worst case)   Transmit  30KB &  run for  2.8ms
Daniele Quercia All this on …
Daniele Quercia All this on …
Daniele Quercia

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Lightweight Distributed Trust Propagation