![Fisher Phillips](/img/client_headers/FisherPhillips/MainHeader.jpg)
One of the questions I commonly get asked is what is the difference between public and private blockchains. It is easy to see why people get confused as public and private blockchains have many similarities.
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Both are decentralized peer-to-peer networks, where each participant maintains a replica of a shared append-only ledger of digitally signed transactions.
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Both maintain the replicas in sync through a protocol referred to as consensus.
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Both provide certain guarantees on the immutability of the ledger, even when some participants are faulty or malicious.
There are two other types of blockchain networks being introduced – consortium and semi-private blockchains.
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)
In this article, I will provide a short explanation on how each blockchain network works, along with what are the advantages of each network.
CONSORTIUM BLOCKCHAINS
A consortium blockchain is a blockchain where the consensus process is controlled by a pre-selected set of nodes, for example, a consortium of 15 financial institutions, each of which operates a node and of which 10 must sign every block in order for the block to be valid. The right to read the blockchain may be public, or restricted to the participants. Some examples of consortium blockchains include R3 (banks) and EWF (Energy). Consortium blockchains are also referred to as federated blockchains.
Advantages
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Reduces transaction costs and data redundancies
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Replaces legacy systems, simplifying document handling and getting rid of semi manual compliance mechanisms
PUBLIC BLOCKCHAINS
A public blockchain is a blockchain that anyone in the world can read, send transactions too and expect to see them included if they are valid, and anyone can participate in the consensus process – the process for determining what blocks get added to the chain and what the current stat is.
Public blockchains are secured by cryptoeconomics – the combination of economic incentives and cryptographic verification using mechanisms such as proof of work (Bitcoin) or proof of stake (Ethereum). These blockchains are generally considered to be “fully decentralized.” One of the drawbacks is the substantial amount of computational power necessary to maintain a distributed ledger at a large scale.
Advantages
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Public blockchains provide a way to protect the users of an application from the developers, establishing there are certain things that even the developers of an application have no authority to do.
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Because public blockchains are open, they are likely to be used by very many entities, with no third-party verification necessary.
PRIVATE BLOCKCHAINS
A fully private blockchain is a blockchain where write permissions are kept to one organization. Read permissions may be public or restricted to certain participants.
Advantages
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The consortium or company running a private blockchain can easily change the rules of a blockchain, revert transactions, modify balances, etc. For example, in some case, such as national land registries, this functionality is necessary.
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The validators are known, so any risk of a 51% attack from some miner collusion does not apply.
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Transactions are cheaper, since they only need to be verified by a few nodes that can be trusted to have very high processing power with no need to be verified by 10,000 nodes.
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Since read permissions are restricted, private blockchains provide a greater level of privacy.
SEMI PRIVATE BLOCKCHAINS
Semi-private blockchains are run by a single company who grants access to any user who qualifies, and they typically target business-to-business users. They will be similarly managed as a company would manage private web applications.
Examples of semi-private blockchains could include ones for government entities for record-keeping, land titles, public records, etc.
Advantages
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Launching a semi-private blockchain more closely resembles how a company runs a website.
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The business case is typically well planned ahead of implementation, and supports existing business, thus lowering the risk of failure.
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Companies can more easily integrate blockchain features into their own back-end and meld it with a familiar web interface.