Blockchain

Within a blockchain the computation is carried out redundantly rather than in the traditional segregated and parallel manner. Orphan blocks are valid blocks that are rejected from the blockchain because network lag allowed another block to be accepted first. Investopedia requires writers to use primary sources to support their work. These include white papers, government data, original reporting, and interviews with industry experts. We also reference original research from other reputable publishers where appropriate. You can learn more about the standards we follow in producing accurate, unbiased content in oureditorial policy.

Some countries may be war-torn or have governments that lack any real infrastructure to provide identification. Citizens of such countries may not have access to savings or brokerage accounts—and, therefore, no way to safely store wealth. Some companies that have already incorporated blockchain include Walmart, Pfizer, AIG, Siemens, Unilever, and a host of others.

  • The main chain consists of the longest series of blocks from the genesis block to the current block.
  • To distinguish between open blockchains and other peer-to-peer decentralized database applications that are not open ad-hoc compute clusters, the terminology Distributed Ledger is normally used for private blockchains.
  • If one user tampers with Bitcoin’s record of transactions, all other nodes would cross-reference each other and easily pinpoint the node with the incorrect information.
  • More and more large corporations are coming around to the idea of a blockchain-based digital currency for payments.

Many other national standards bodies and open standards bodies are also working on blockchain standards. http://rowangamb994.simplesite.com/452314235 For example, bitcoin uses a proof-of-work system, where the chain with the most cumulative proof-of-work is considered the valid one by the network. There are a number of methods that can be used to demonstrate a sufficient level of computation.

The government of Japan recognizes the legitimacy of blockchain and cryptocurrencies. Buterin publishes “Ethereum Project" paper suggesting that blockchain has other possibilities besides Bitcoin (e.g., smart contracts). According to Accenture, an application of the diffusion of innovations theory suggests that blockchains attained a 13.5% adoption rate within financial services in 2016, therefore reaching the early adopters' phase.

All new information that follows that freshly added block is compiled into a newly formed block that will then also be added to the chain once filled. ●Carving up crypto provides an overview of how regulators are thinking about cryptocurrency in financial services, both in the United States and abroad. Facebook commits to starting a blockchain group and also hints at the possibility of creating its own cryptocurrency. JP Morgan CEO Jamie Dimon says he believes in blockchain as a future technology, giving the ledger system a vote-of-confidence from Wall Street. NASDAQ and San-Francisco blockchain company Chain team up to test the technology for trading shares in private companies. Blockchain and cryptocurrency are mentioned in popular television shows like The Good Wife, injecting blockchain into pop culture.

History

Public https://en.wikipedia.org/wiki/Blockchains have many users and there are no controls over who can read, upload or delete the data and there are an unknown number of pseudonymous participants. In comparison, private blockchains also have multiple data sets, but there are controls in place over who can edit data and there are a known number of participants. Blockchain mining — the peer-to-peer computer computations by which transactions are validated and verified — requires a significant amount of energy. In June 2018 the Bank for International Settlements criticized the use of public proof-of-work blockchains for their high energy consumption. In 2021, a study by Cambridge University determined that Bitcoin (at 121 terawatt-hours per year) used more electricity than Argentina and the Netherlands . According to Digiconomist, one bitcoin transaction required 708 kilowatt-hours of electrical energy, the amount an average U.S. household consumed in 24 days.

With blockchain, banks also have the opportunity to exchange funds between institutions more quickly and securely. In the stock trading business, for example, the settlement and clearing process can take up to three days , meaning that the money and shares are frozen for that period of time. A blockchain is a decentralized ledger of all transactions across a peer-to-peer network. Using this technology, participants can confirm transactions without a need for a central clearing authority. Potential applications can include fund transfers, settling trades, voting, and many other issues.

Ethereum programmers can create tokens to represent any kind of digital asset, track its ownership and execute its functionality according to a set of programming instructions. Ethereum blockchain lets developers create sophisticated programs that can communicate with one another on the blockchain. Cryptocurrencies can make some people rich- Speculators have been driving up the price of crypto, especially Bitcoin, helping some early adopters to become billionaires. Whether this is actually a positive has yet to be seen, as some retractors believe that speculators do not have the long-term benefits of crypto in mind.

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"