* Peer Identities::
* Zones in the GNU Name System (GNS Zones)::
* Egos::
+* Random Peer Sampling::
@end menu
@cindex Authentication
identities, for example to separate their activities online. Egos can
correspond to "pseudonyms" or "real-world identities". Technically an
ego is first of all a key pair of a public- and private-key.
+
+
+@cindex Random Peer Sampling
+@node Random Peer Sampling
+@section Random Peer Sampling
+
+In literature, Random Peer Sampling (RPS) refers to the problem of
+reliably drawing random samples from an unstructured p2p network.
+
+Doing so in a reliable manner is not only hard because of inherent
+problems but also because of possible malicious peers that could try to
+bias the selection.
+
+It is useful for all kind of gossip protocols that require the selection
+of random peers in the whole network like gathering statistics,
+spreading and aggregating information in the network, load balancing and
+overlay topology management.
+
+The approach chosen in the rps implementation in gnunet follows the
+Brahms@uref{https://bib.gnunet.org/full/date.html\#2009_5f0} design.
+
+The current state is "work in progress". There are a lot of things that
+need to be done, primarily finishing the experimental evaluation and a
+re-design of the API.
+
+The abstract idea is to subscribe to connect to/start the rps service
+and request random peers that will be returned when they represent a
+random selection from the whole network with high probability.
+
+An additional feature to the original Brahms-design is the selection of
+sub-groups: The gnunet implementation of rps enables clients to ask for
+random peers from a group that is defined by a common shared secret.
+(The secret could of course also be public, depending on the use-case.)
+
+Another addition to the original protocol was made: The sampler
+mechanism that was introduced in Brahms was slightly adapted and used to
+actually sample the peers and returned to the client.
+This is necessary as the original design only keeps peers connected to
+random other peers in the network. In order to return random peers to
+client requests independently random, they cannot be drawn from the
+connected peers.
+The adapted sampler makes sure that each request for random peers is
+independent from the others.