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authorDC <dcposch@dcpos.ch>2017-08-19 02:56:32 -0700
committerbnewbold <bnewbold@robocracy.org>2018-01-02 10:20:27 -0500
commit140993b41cf73904d8a47d005b3ae317fcaf00a7 (patch)
tree06c8e30328768bb3664f030cb4cb449e2472f92b /papers
parent113f9a77ed523e4a00df789c7dd7484e3a5b1196 (diff)
downloaddat-docs-140993b41cf73904d8a47d005b3ae317fcaf00a7.tar.gz
dat-docs-140993b41cf73904d8a47d005b3ae317fcaf00a7.zip
Fix typos in dat-paper.md
Diffstat (limited to 'papers')
-rw-r--r--papers/dat-paper.md8
1 files changed, 4 insertions, 4 deletions
diff --git a/papers/dat-paper.md b/papers/dat-paper.md
index 5d90b11..014d68c 100644
--- a/papers/dat-paper.md
+++ b/papers/dat-paper.md
@@ -171,14 +171,14 @@ All odd hashes are derived by hashing the two child nodes, e.g. given hash0 is `
For example a register with two data entries would look something like this (pseudocode):
```
-0. hash(value0)
+0. hash(chunk0)
1. hash(hash(chunk0) + hash(chunk1))
-2. hash(value1)
+2. hash(chunk1)
```
It is possible for the in-order Merkle tree to have multiple roots at once. A root is defined as a parent node with a full set of child node slots filled below it.
-For example, this tree hash 2 roots (1 and 4)
+For example, this tree has 2 roots (1 and 4)
```
0
@@ -188,7 +188,7 @@ For example, this tree hash 2 roots (1 and 4)
4
```
-This tree hash one root (3):
+This tree has one root (3):
```
0