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authorLars Wirzenius <liw@sequoia-pgp.org>2021-10-30 11:36:31 +0300
committerLars Wirzenius <liw@sequoia-pgp.org>2021-10-30 11:36:31 +0300
commitb299a2791e77254045c61e41bcf998fee93e7dab (patch)
tree8e64d6c87613144789d30b4cc709527856d60a3e
parentb877d727f01948574f27afb8e9340eaf5c67a1cf (diff)
downloadsq-user-guide-b299a2791e77254045c61e41bcf998fee93e7dab.tar.gz
tighten wording
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@@ -408,13 +408,14 @@ cryptographic defences, different types of keys and algorithms have
been developed and enhanced. While a through discussion of these is
beyond the scope of this guide, the list below gives a summary.
-* Encryption algorithm **RSA**: this is about the oldest public key
- algorithm. It's stood strong, except as attacker are gaining faster
- computers and better attack software, the keys used for RSA have
- needed to become much longer. Where a 384 bit key was OK in the
- early 1990s, a 2048 bit or even a 4096 bit key is preferred thirty
- years later. The longer an RSA key is, the more computing power it
- takes to use it, and this makes strong cryptography with RSA slower.
+* Encryption algorithm **RSA**: this is the oldest known public key
+ encryption algorithm. It has stayed strong, except as attackers are
+ gaining faster computers and better attack software, the keys used
+ for RSA have needed to become much longer. Where a 384 bit key was
+ OK in the early 1990s, a 2048 bit or even a 4096 bit key is
+ preferred thirty years later. The longer an RSA key is, the more
+ computing power it takes to use it, and this makes strong
+ cryptography with RSA slower.
* **Elliptic curve cryptography**: where RSA relies on the
computational difficulty of factoring large numbers, elliptic curve