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authorBtcDrak <btcdrak@gmail.com>2015-11-28 22:30:58 +0000
committerBtcDrak <btcdrak@gmail.com>2015-11-28 22:30:58 +0000
commita8e0d0f4c77f9e3002da7d4e9c6d4671d0dffa01 (patch)
tree8cf0c4e95baf917164ebd247e1a71187ac1844c1 /bip-0068.mediawiki
parent8ad8cad875842ee9f63eb43216eb7eb7ac02de4d (diff)
downloadbips-a8e0d0f4c77f9e3002da7d4e9c6d4671d0dffa01.tar.xz
Small fixup
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diff --git a/bip-0068.mediawiki b/bip-0068.mediawiki
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@@ -1,6 +1,6 @@
<pre>
BIP: 68
- Title: Relative lock-time through consensus-enforced sequence numbers
+ Title: Relative lock-time using consensus-enforced sequence numbers
Author: Mark Friedenbach <mark@friedenbach.org>
BtcDrak <btcdrak@gmail.com>
Nicolas Dorier <nicolas.dorier@gmail.com>
@@ -12,7 +12,7 @@
==Abstract==
-This BIP introduces consensus-enforced semantics of the sequence number field to enable a signed transaction input to remain invalid for a defined period of time after confirmation of its corresponding outpoint.
+This BIP introduces relative lock-time (RLT) consensus-enforced semantics of the sequence number field to enable a signed transaction input to remain invalid for a defined period of time after confirmation of its corresponding outpoint.
==Motivation==
@@ -38,12 +38,12 @@ This specification only interprets 16 bits of the sequence number as relative lo
<img src=bip-0068/encoding.png></img>
-For time based relative lock-time, 512 second granularity was chosen because bitcoin blocks are generated every 600 seconds. So when using block based or time based relative lock-time, the same amount of time can be encoded with the available number of bits. Converting from a sequence number to seconds is performed by multiplying by 512 = 2^9, or equivalently shifting up by 9 bits.
+For time based relative lock-time, 512 second granularity was chosen because bitcoin blocks are generated every 600 seconds. So when using block-based or time-based, the same amount of time can be encoded with the available number of bits. Converting from a sequence number to seconds is performed by multiplying by 512 = 2^9, or equivalently shifting up by 9 bits.
When the relative lock-time is time-based, it is interpreted as a minimum block-time constraint over the input's age. A relative time-based lock-time of zero indicates an input which can be included in any block. More generally, a relative time-based lock-time n can be included into any block produced 512 * n seconds after the mining date of the output it is spending, or any block thereafter.
-The mining date of the output is equals to the Median Time Past of the previous block which mined it.
+The mining date of the output is equals to the median-time-past of the previous block which mined it.
-The block produced time is either equals to median time past of its parent or to its nTime field, depending on the state of BIP113 (MTP).
+The block produced time is either equals to median time past of its parent or to its nTime field, depending on the state of BIP113 median-time-past.
When the relative lock-time is block-based, it is interpreted as a minimum block-height constraint over the input's age. A relative block-based lock-time of zero indicates an input which can be included in any block. More generally, a relative block lock-time n can be included n blocks after the mining date of the output it is spending, or any block thereafter.