The Essence of How Bitcoin Works (Non-Technical) - YouTube

The goal of this video is to explain the essence of how Bitcoin works without any jargon or

scary math. It is not, however, an introduction to what Bitcoin is or why it matters, for

that, check out the great intro video at bitcoin.org. With that said, on to how it works!

Bitcoin lets people exchange money electronically as easily as sending an email or text. To

send money, you use what’s called a “Wallet” app to type in an amount, enter or scan a

recipient’s account number, and hit ”Send”. The recipient will then see the money pop

up in their account.

So how does it work? At a basic level Bitcoin is just a ledger with account numbers and

balances. When Bob sends Carol 5 Bitcoins, his balance goes down by 5, and Carol’s

goes up by 5. There’s no gold or government-issued money backing these numbers, just people’s

belief that the numbers are worth something, and a system that prevents unfair changes.

Part of this system makes sure that no one can spend money from someone else’s account.

Every time you hit “Send”, your Wallet app sends a message to the Bitcoin network

describing how the ledger should change, including the sender’s and recipient’s account numbers

and the amount to transfer. So what’s to prevent a thief from creating a message transferring

money from someone else’s account?

Bitcoin requires a kind of signature on each message to prove that it was created by the

true account owner. The signature serves the same purpose as a handwritten signature on

a paper check, but it’s based on math rather than handwriting.

The math comes from the world of cryptography, which is normally used to hide secret messages,

but in Bitcoin, has been re-purposed to prove ownership. Each Bitcoin account number has

an associated key that only the true account owner knows, and is used to create signatures

by encrypting transaction messages. Others test the signature by trying to decrypt it.

If successful, they know the signature was created by the true account owner.

In addition to not relying on handwriting analysis, these math-based signatures also

can’t be copied and reused on other transactions, since the signatures are unique to each transaction.

So these signatures keep unauthorized transactions from changing the ledger, but who exactly

is checking the signatures, and overall, maintaining the ledger? Surprisingly, anyone who wants to!

One of the main goals of Bitcoin is to provide a decentralized system, meaning no single

company or government can control it. Every time someone sends money, a transaction message

is passed around to all the people who want to help maintain the ledger, who I’ll call

“maintainers.” Each maintainer keeps a personal copy of the ledger and updates it

whenever they receive a new transaction with a valid signature.

With ledgers spread all over the world, traffic delays--and occasionally fraud--can lead to

differences in those ledgers. So how does the world decide which version to use?

Like in other democratic systems, there’s a vote, but it’s a bit different than a

typical ballot system. Maintainers “vote” by trying to solve a special puzzle based

on their version of the ledger. The first person to solve a puzzle announces their solution

and everyone updates to that version. So the vote turns out to be a kind of mathematical

race, but it’s designed to favor the majority’s version. This is because the more people there

are working on a particular version, the faster it will be solved.

Because new transactions are constantly being generated, this voting process repeats over

and over again so maintainers can continually agree about new transactions.

So why math problems instead of, say, emailing in votes to decide on a ledger? Without a

central authority to register voters, it would be hard to enforce one vote per person--a

single person could create multiple accounts to vote more than once, or even millions of

times. The math problems prevent this by making each vote have a cost in computers and electricity.

This means out-voting, or out-solving the majority to take over the ledger would effectively

require out-spending the majority--an unlikely event.

So the math enables a fair vote in a decentralized system. Two more important details about how

it does this:

To prevent someone from pre-solving a puzzle to win the race, each puzzle builds on previous

answers, and the winner is not just the most recent solution, but the ledger version with

the most total solutions.

The puzzles are also extraordinarily special in that there are no tricks to solving them

faster, other than by buying more computers and electricity. It’s this property that

underlies the entire system, and gives people assurance that solutions are truly from the

majority, and not a clever attacker.

A final note about how money is created. Every time a puzzle is solved, a small award is

added to the solver’s balance, effectively creating money “out of thin air.” This

award acts as an incentive for people to help maintain the ledger, and is in addition to

small fees senders attach to transactions.

Because maintainers acquire newly created money through computation, they are typically

called “miners,” but their main purpose is really to manage the ledger, not to create

money. The voting system simply provides a convenient way to randomly distribute money

into the world, and in fact, after 2140 no more money will be created.

In summary, Bitcoin is an electronic currency that’s based on a collaboratively maintained

ledger. People transfer money by sending messages to maintainers describing where and how much

money should move. Maintainers make sure that the messages are from the true account owners

by checking digital signatures. And finally, the maintainers reach consensus with each

other through a math-based voting process.

I hope this gives you a quick sense for how Bitcoin works. If you’d like to dive deeper

into the rabbit hole, check out my 22-minute video: How Bitcoin Works under the Hood.

Also, feel free to subscribe for more concise tech explanations.