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authorJulius Bünger <buenger@mytum.de>2019-06-22 00:09:29 +0200
committerJulius Bünger <buenger@mytum.de>2019-06-22 00:11:45 +0200
commitbda8f61b0f2f54a3aa675a966ef0954b8fff0d6e (patch)
tree41192caab106b8064fa3a57ab4522050437005d3 /doc/handbook/chapters/keyconcepts.texi
parent3973413e583568350785f3ffc608ed2972f086e6 (diff)
downloadgnunet-bda8f61b0f2f54a3aa675a966ef0954b8fff0d6e.tar.gz
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Doc RPS: Fix writing style of GNUnet
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1 files changed, 2 insertions, 2 deletions
diff --git a/doc/handbook/chapters/keyconcepts.texi b/doc/handbook/chapters/keyconcepts.texi
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--- a/doc/handbook/chapters/keyconcepts.texi
+++ b/doc/handbook/chapters/keyconcepts.texi
@@ -338,7 +338,7 @@ of random peers in the whole network like gathering statistics,
338spreading and aggregating information in the network, load balancing and 338spreading and aggregating information in the network, load balancing and
339overlay topology management. 339overlay topology management.
340 340
341The approach chosen in the rps implementation in gnunet follows the 341The approach chosen in the rps implementation in GNUnet follows the
342Brahms@uref{https://bib.gnunet.org/full/date.html\#2009_5f0} design. 342Brahms@uref{https://bib.gnunet.org/full/date.html\#2009_5f0} design.
343 343
344The current state is "work in progress". There are a lot of things that 344The current state is "work in progress". There are a lot of things that
@@ -350,7 +350,7 @@ and request random peers that will be returned when they represent a
350random selection from the whole network with high probability. 350random selection from the whole network with high probability.
351 351
352An additional feature to the original Brahms-design is the selection of 352An additional feature to the original Brahms-design is the selection of
353sub-groups: The gnunet implementation of rps enables clients to ask for 353sub-groups: The GNUnet implementation of rps enables clients to ask for
354random peers from a group that is defined by a common shared secret. 354random peers from a group that is defined by a common shared secret.
355(The secret could of course also be public, depending on the use-case.) 355(The secret could of course also be public, depending on the use-case.)
356 356