Blockchains, how do they work?
#5 Wrocław Blockchain Meetup
Tomasz Drwięga,
Parity Technologies
Introduction for developers
- What is blockchain / blockchain technology?
- Decentralization?
- Consensus?
- Incentives?
- What is Bitcoin?
- What is Ethereum?
- Glossary
Client:
I need a global real estate registry!
You (developer):
What are the requirements?
Possible Actions:
-
transfer(from, to, property)
-
properties(who)
Example Interaction:
User X transfers property 5 to User Y
transfer(X, Y, 5)
Database
API
User X
User Y
User Z
Admin
Questions?
-
Who is allowed to transfer properties?
Users between themselves.
(they will need some credentials)
-
Can a property be owned by more than one user?
Nope, a property has only one owner.
-
How to add new real estate?
Not possible, hardcoded list at the start (genesis).
Database
API
User X
User Y
User Z
Authenticate
Enforce Rules
Persist State
Trusted Zone
The Platform
- Authenticates the user
(Do credentials match?) - Checks the rules
(Does he own a property) - Does the transfer (atomicly)
- Persists the new state
(it can be later queried)
User
- Sends a transfer requests
- Adds credentials
- "Trusts" The Platform to perform requested action
Client:
But I don't want to pay for any servers.
How can we build a platform without servers?
It needs to be distributed.
Database
API
User X
User Y
User Z
Authenticate
Enforce Rules
Persist State
Trusted Zone
Instead of this:
We need that:
User X
User Y
User Z
How to cover
The Platform responsibilities in a distributed system?
- Authenticate the user
- Check the rules
- Do the transfer
- Persist the new state
A State Machine
State + Transitions
A State Machine
State + Transition
properties(A) = [5]
properties(B) = []
properties(A) = []
properties(B) = [5]
transfer(A, B, 5)
properties(A) = [5,7]
properties(B) = []
properties(C) = []
properties(A) = []
properties(B) = [5]
properties(C) = [7]
Day 1
Day 2
Transition
(list of transactions)
-
transfer(A, B, 5)
-
transfer(A, C, 7)
+
Transfers
+
Transfers
+
Transfers
Distributed Ledger
How to participate?
You connect to some peers and ask them for the latest state.
What if they lie/cheat?
You can ask them to give you a list of all state transitions and verify it on your own.
+
Transfers
+
Transfers
+
Transfers
State 1
State 2
State 3
=
=
State 1 + Transfers = State 2
State 2 + Transfers = State 3
State 3 + Transfers = ...
But sending all states over the network is not feasible...
One-way functions
e.g. Crypto... Hash Functions
DATA
)
f(
= hash
Easy to computer `f`, but impossible* to revert.
Can be used as a checksum.
0x123456789
)
sha256(
= 0x6c4...3e6
- hash(Genesis)
- Transfers
- hash(State 1)
- hash(State 1)
- Transfers
- hash(State 2)
- hash(State 2)
- Transfers
- hash(State 3)
Blockchain
What about
the transfers?
How can you verify that they were intended by owners?
Public-key cryptography
Authentication
Alice's Public Key
Alice's Private Key
Bob's Public Key
Bob's Private Key
Sign with Private
verify with Public
Alice's Private Key
Message
Signature
Sign with Private
verify with Public
Alice's Public Key
Message
Signature
Alice sent it!
That's a blockchain!
transfer(A, B, 5)
Alice's Sig
transfer(B, C, 5)
Bob's Sig
transfer(B, A, 5)
Bob's Sig
Signed transactions packed together in blocks,
linked to each other to encode time-relations.
hash(Genesis) = Parent Hash
hash(Block 1) = Block Hash
hash(Block 1) = Parent Hash
hash(Block 2) = Block Hash
hash(State 1)
hash(State 2)
hash(Block 2) = Parent Hash
hash(State 2)
hash(Block 3) = Block Hash
Timestamp = 2017-05-18 13:45
Timestamp = 2017-05-18 13:45
Timestamp= 2017-05-18 13:45
Who creates new blocks?
If everyone can create them how do we know which one encodes "the truth"?
Consensus Mechanisms
- Proof of Authority (centralized):
- Only "the Choosen Ones" can submit new blocks
- Alice submits even blocks, Bob submits odd ones
- Proof of Work (decentralized):
- The first one to solve a difficult math puzzle can submit a new block
Proof Of Work
We need a puzzle that is:
1. Trivial to validate
2. Difficult to compute
transfer(B, A, 5)
Bob's Sig
hash(Block 1) = Parent Hash
hash(Block 2) = Block Hash
hash(State 2)
Timestamp = 2017-05-18 13:45
Puzzle Solution
Hash Functions
DATA
)
f(
= hash
BlockHash
)
sha256(
= 0x000...
Nonce
Puzzle: Find a Nonce that hashed together with current block hash gives a hash starting with X zeros
Canonical Chain
transfer(A, B, 5)
Alice's Sig
transfer(B, C, 5)
Bob's Sig
transfer(B, A, 5)
Bob's Sig
transfer(B, C, 5)
Bob's Sig
Longest in some metric
Consensus ensures the blocks are produced in expected rate via
Difficulty Adjustment / Protocol Delays
Ok, so why would I ever waste my computing power to submit new blocks?
It's incentivized - You will earn money
(and it's called mining)
Summary
- State + Transition = New State
- Block = (State, Transactions)
- Decentralized Consensus:
- Who can submit a new block?
- Nodes are broadcasting signed transactions
- Miners are producing and broadcasting new blocks
- Nodes are processing new blocks and performing state transition
What is Bitcoin?
Bitcoin is the first public blockchain ever.
Block Time | 10 minutes |
Consensus | Proof of Work - hashcash |
State | Account Balances of BTC / UTXO* |
Transactions | Value Transfers* |
Launched | 2009 |
Block Reward | 12BTC (halving) ~ 21M total coins |
What is Ethereum?
Ethereum is the World Computer
Block Time | 14 seconds |
Consensus | Proof of Work - ethash* |
State | Arbitrary |
Transactions | Turing-complete / programmable |
Launched | 2015 |
Block Reward | 5ETH (+uncles) ~ Unlimited coins |
Why do we care about blockchains?
Trustless transactions between multiple parties.
Transactions without trust of a third party intermediary!
I'm most probably out of time
So let's jump to glossary
List of important words
- Genesis Block
- Blockchain
- Protocol
- Consensus
- Incentives
- Miner
- Hashing Power
- Hard/Soft Fork
- Canonical Chain
- Chain re-org
Any questions?
- Decentralization
- Distributed Ledger
- Bitcoin
- UTXO
- Ethereum / EVM
- Smart Contracts
- Altcoins
- Tokens
- Fiat currency
References
-
Alex Fisher - The web and "trustless" communications
https://www.youtube.com/watch?v=7WyIms8YDVo -
Dan Finlay - Intro to how ethereum works
https://www.youtube.com/watch?v=-SMliFtoPn8
Intro to Ethereum
By Tomasz Drwięga
Intro to Ethereum
- 746