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authorPieter Wuille <pieter.wuille@gmail.com>2015-12-16 22:36:09 +0100
committerbitcoindev <bitcoindev@gnusha.org>2015-12-16 21:36:10 +0000
commitcbda213389c2bd2e30baba7a8136ed932e666c79 (patch)
tree664f8ac629280346013f2749be1ec3577f7c0945 /f4
parent1cd69ec2903726305358f392158986ae0fd419a8 (diff)
downloadpi-bitcoindev-cbda213389c2bd2e30baba7a8136ed932e666c79.tar.gz
pi-bitcoindev-cbda213389c2bd2e30baba7a8136ed932e666c79.zip
Re: [bitcoin-dev] Segregated Witness in the context of Scaling Bitcoin
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+Date: Wed, 16 Dec 2015 22:36:09 +0100
+Message-ID: <CAPg+sBiVVcNNHuV9e1SaPoDSMEwjZHL7tQiszxbE2SQYp1Ongw@mail.gmail.com>
+From: Pieter Wuille <pieter.wuille@gmail.com>
+To: Jeff Garzik <jgarzik@gmail.com>
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+Cc: Bitcoin development mailing list <bitcoin-dev@lists.linuxfoundation.org>
+Subject: Re: [bitcoin-dev] Segregated Witness in the context of Scaling
+ Bitcoin
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+On Wed, Dec 16, 2015 at 10:27 PM, Jeff Garzik <jgarzik@gmail.com> wrote:
+>> Not correct. I propose defining the virtual_block_size as base_size +
+>> witness_size * 0.25, and limiting virtual_block_size to 1M. This
+>> creates a single variable to optimize for. If accepted, miners are
+>> incentived to maximize fee per virtual_block_size instead of per size.
+>
+>
+> It is correct. There are two separate sets of economic actors and levels of
+> contention for each set of space.
+>
+> That is true regardless of the proposed miner selection algorithm.
+
+Maybe I haven't explained this properly, so consider this example:
+
+A miner receives sets of 200 byte transactions with all identical
+fees. Non-witness ones (whose virtual size is thus 200 bytes) and a
+witness one (where 120 of the 200 bytes are witness data, so its
+virtual size is 80 + 120*0.25 = 110 bytes).
+
+The consensus rules would limit 1) the base size to 1000000 bytes 2)
+the virtual size to 1000000 bytes. However, as the virtual size is
+defined as the sum of the base size plus a non-negative number,
+satisfying (2) always implies satisfying (1).
+
+Thus, the miners' best strategy is to accept the witness transactions,
+as it allows 1000000/110=9090 transactions rather than
+1000000/200=5000.
+
+In fact, the optimal fee maximizing strategy is always to maximize fee
+per virtual size.
+
+--
+Pieter
+