Bitcoin mining difficulty hashes in ruby

This is an explanation of the key function on Proof-of-Work in the Bitcoin blockchain. It focuses on the one feature of Proof-of-Work that is essential and shows that other features often talked about such as security are secondary side-bitcoin mining difficulty hashes in ruby, useful, but not essential. This explanation rests on illustrating a few interesting properties of how Proof-of-Work is used in the blockchain that are not immediately obvious and sometimes are rather counter-intuitive, for example how participants collectively solve a problem without ever communicating. Having understood each of these properties, one should conclude that Proof-of-Work is primarily a mechanism which accomplishes a distributed and decentralized system of timing, i.

Note that this write up isn’t about Proof-of-Work per se, it explains how the blockchain takes advantage of it. If you do not know anything about Proof-of-Work, then this link might be a good start. The Decentralized Ledger Time Ordering Problem Before describing the solution, let us focus on the problem. Much of the literature around Proof-of-Work is so confusing because it attempts to explain the solution without first identifying the problem. One cannot spend money that has not been received, nor can one spend money that is already spent.

Even if the blockchain was not a ledger but just data like a log of some sort, for every node to have an identical copy of the blockchain, order is required. A blockchain in a different order is a different blockchain. But if transactions are generated by anonymous participants all over the world, and no central party is responsible for organizing the list, how can it be done? Which, on top of everything, is slightly wrong most of time due to network delays as well as the effects of Relativity. Paradoxically, relying on a timestamp to determine event order is not possible in a decentralized system. What we need is a mechanism by which we can verify that one event took place before another or perhaps concurrently. First though, for the notions of before and after to be applicable, a point in time needs to be established.

Establishing a point in time may seem theoretically impossible at first because there is no technology accurate enough to measure a Planck. But as you’ll see, Bitcoin works around this by creating its own notion of time where precise points in time are in fact possible. Timing is the Root Problem It must be stressed that the impossibility of associating events with points in time in distributed systems was the unsolved problem that precluded a decentralized ledger from ever being possible until Satoshi Nakamoto invented a solution. There are many other technical details that play into the blockchain, but timing is fundamental and paramount. Without timing there is no blockchain. Proof-of-Work Recap Very briefly, the Bitcoin Proof-of-Work is a value whose SHA-2 hash conforms to a certain requirement which makes such a value difficult to find.

The difficulty is established by requiring that the hash is less than a specific number, the smaller the number, the more rare the input value and the higher the difficulty of finding it. By varying the requirement, we can vary the difficulty and thus the probability of such a hash being found. The Bitcoin Difficulty adjusts dynamically so that a proper hash is found on average once every ten minutes. Nothing Happens Between Blocks The state of the chain is reflected by its blocks, and each new block produces a new state. The blockchain state moves forward one block at a time, and the average 10 minutes of a block is the smallest measure of blockchain time. SHA is Memoryless and Progress-Free The Secure Hash Algorithm is what is known in statistics and probability as memoryless.