Is it possible to define a smart contract at a predictable address?
0xf0 CREATE in the Yellow Paper suggests that the address is deterministically determined by
x = A(Ia, σ[Ia]n)
page 29 of http://gavwood.com/paper.pdf
Is it possible to define a smart contract at a predictable address?
0xf0 CREATE in the Yellow Paper suggests that the address is deterministically determined by
x = A(Ia, σ[Ia]n)
page 29 of http://gavwood.com/paper.pdf
No. The address is always the hash of the RLP Serialization of the list of the creater's address and current nonce
Slightly off topic... (But related to Roland's comment on a previous answer.)
This could be looked at in a similar way to creating addresses for Tor's Hidden Services.
A hidden service (or .onion) address is derived from the public part of the private/public key pair used to communicate with the service. Generally, therefore, .onion URLs are a random string of alphanumeric characters.
To create a custom .onion address - such as Facebook's https://facebookcorewwwi.onion/ - you basically have to brute force the creation using tools such as Eschalot or Scallion. These tools create private/public key pairs and hash the resulting public key until they find a hash matching the string of your choice. The longer your desired string, the more work that's required.
An interesting project might be to make a similar tool for Ethereum contract addresses...