Generate Private Key In Elixir
- Let’s walk through the process step by step and build our our own Elixir module to generate private keys and public addresses. What are Private Keys and Public Addresses? A Bitcoin private key is really just a random two hundred fifty six bit number. As the name implies, this number is intended to be kept private.
- Mar 29, 2018 Generating a Bitcoin Private Key andAddress Filed under: bitcoin Davanum Srinivas @ 11:30 am Ken Shirriffs blog post here has an excellent introduction to Bitcoin. One of his code snippets shows a sample python code to generate a private key in WIF format and an address.
We previously worked through the process of generating a Bitcoin private address and translating it into a shareable public address using only the tools and libraries shipped with Elixir and Erlang.
The guiding force behind that article was Andreas Antonopoulos’ excellent Mastering Bitcoin book.
Let’s take another bite out of Mastering Bitcoin and implement the algorithm Andreas describes for “mining for vanity addresses” at the end of chapter four. After we implement the basic algorithm, we’ll add our Elixir special sauce and turn it into a fully parallelized procedure.
How do you generate a private key? The private key is generated simultaneously with the CSR (certificate signing request), containing the domain name, public key and additional contact information. Sep 20, 2016 The Adventures of Generating Random Numbers in Erlang and Elixir by Dorian Karter on September 20, 2016 While working in Elixir I needed to generate a random number and to my surprise could not find an easy way to do so without using Erlang (at first - see below).
What is a Vanity Address?
The concept of a vanity address is simple. It’s a normal Bitcoin public address that contains some sequence of desired characters.
For example, a random Bitcoin public address might look like the following:
On the live network, Bitcoin addresses always begin with 1, but the remaining characters are entirely random.
A vanity address might look like this:
You’ll notice that the first five characters of this address are 1pete. This isn’t an accident! I’ve intentionally sought out a public address that begins with my name, Pete, so people know who they’re sending their large sums of Bitcoin to.
While the term “mining” sounds intimidating, the actual process of generating these vanity addresses is laughably simple.
How do you Mine Vanity Addresses?
“Mining,” in this context, is just another term for repeatedly doing something until some condition is met. As in, “keep digging until you find gold!”
Private Key Bitcoin
We’ll mine our vanity public address by repeatedly generating a private key, transforming it into a public address, and checking if the resulting address matches our desired pattern.
That’s it!
Building that in Elixir should be a walk in the park. We’ll start off by creating a new VanityAddress module and stubbing out a generate_private_key/2 function:
Our generate_private_key/2 function expects a regex which represents the pattern we’re trying to find in a vanity address (like ~r/^1pete/), and a version byte that will used to indicate where this Bitcoin address will be used.
Within our generate_private_key/2 function, we’ll kick off the mining process by generating a random private key and transforming it into a public address:
If the public_address we generated matches the pattern we provided in our regex, we’ve successfully mined a vanity address! In that case, we’ll return the private_key. Otherwise, we’ll repeat the entire process with a recursive call to generate_private_key/2: /acdsee-pro-6-license-key-generator.html.
That’s all there is to it.
We can use our new generate_private_key/2 function in conjunction with the PrivateKey.to_public_address/2 function we built last time to view our newly mined vanity key:
Congratulations; we’re miners!
Thinking in Parallel
The problem with our simple implementation of generate_private_key/2 is that it’s slow.
While it’s true that the mining algorithm is inherently slow, there are many optimizations we could make to the code we’ve written. The most obvious improvement that comes to mind when using a “process-oriented” programming language like Elixir is to parallelize the mining algorithm across multiple processes.
Generate Private Key In Elixir Meaning
However, parallelizing our mining algorithm presents an interesting set of challenges.
Each individual call to generate_private_key/2 is completely synchronous and sequential. We won’t see much of a benefit by queuing up multiple concurrent calls to generate_private_key/2 on the same CPU core. That said, while we’re running generate_private_key/2 within a single process bound to a single CPU core, any other cores available to us are sitting idle.
Ideally, we could simultaneously run as many instances of our generate_private_key/2 execution as we have cores. The moment any of our parallel executions find a matching key, it would be returned to the caller.
Creating a Stream of Parallel Tasks
Elixir’s little known (to me) Task.async_stream/3 function is the tool we need to implement this functionality.
Task.async_stream/3 expects an enumerable as its first argument and a function to be applied concurrently to each element in the enumerable. Each element in the enumerable will have the provided function applied to it in a new process.
If we squint our eyes a little, we can see that this gives us what we need. The “enumerable” we pass into Task.async_stream/3 will really be an infinite stream of zero-argument anonymous functions. Each of those anonymous functions simply calls generate_private_key/2.
We’ll use Stream.cycle/2 to create an infinite stream of these functions:
The function that we want to run in parallel simply executes each of those passed in anonymous functions, one at a time, each in its own process:
This is where our parallelization happens. Each call to generate_private_key/2 is happening in a new process, and Elixir’s scheduler will spread each new process out over the available cores in the system.
By default, Task.async_stream/3 will run up to System.schedulers_online/0 parallel instances of our generate_private_key/2 execution, and System.schedulers_online/0 defaults to the number of available CPU cores in the system. This means we’ll always have one instance of generate_private_key/2 running on each of our cores.
Perfect!
Filtering Our Stream
Task.async_stream/3 returns a stream that produces either an {:ok,value} tuple on success, or an {:exit,reason} tuple on failure. We don’t anticipate or care about failures in this situation, so we’ll nil them out with Stream.map/2:
Now we can use Stream.reject/2 to filter out any nil values from our mapped stream:
Let’s wrap what we’ve done in a function called stream_private_keys/2 that accepts a regex and a version:
What we’re left with is a stream that will produce any number of valid Bitcoin vanity addresses for a given regex and version, using all of the available CPU cores on our system.
Putting Our Stream to Use
Our stream doesn’t actually do anything until we try to pull values out of it using a function from the Enum module. Let’s use Enum.take/2 to pull out three vanity Bitcoin addresses that match our desired pattern (123):
If we take a look at our CPU usage while our mining pipeline is chugging away, we’ll see that all of the CPUs on our machine are being fully utilized.
Success!
Final Thoughts
Spoiler alert: the process of mining for Bitcoin is nearly identical to mining for vanity addresses. Instead of hashing private keys and looking for a random leading string like 1pete, Bitcoin miners hash transaction data, looking for hashes that begin with some number of leading zeros corresponding to the current block difficulty.
There’s a huge amount of pomp and circumstance around the term “mining”, but at its core, it’s an incredibly simple and approachable idea.
Be sure to check out the VanityAddress module in my hello_bitcoin project on Github, and if this kind of thing is at all interesting to you, I highly recommend you pick up a copy of Andreas Antonopoulos’ Mastering Bitcoin.