What Is Blockchain Technology? How Does It Work?

This discrepancy makes it extremely difficult for information on the blockchain to be changed without notice. The key thing to understand here is that Bitcoin merely uses blockchain as a means to transparently record a ledger of payments, but blockchain can, in theory, be used to immutably record any number of data points. As discussed above, this could be in the form of transactions, votes in an election, product inventories, state identifications, deeds to homes, and much more. Crypto reduces the need for individualized currencies and central banks- With blockchain, crypto can be sent to anywhere and anyone in the world without the need for currency exchanging or without interference from central banks. Every node has its own copy of the blockchain and the network must algorithmically approve any newly mined block for the chain to be updated, trusted and verified. Since blockchains are transparent, every action in the ledger can be easily checked and viewed.

The government of Japan recognizes the legitimacy of allcoinss.com 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.

Blockchain is most simply defined as a decentralized, distributed ledger technology that records the provenance of a digital asset. Governments have mixed policies on the legality of their citizens or banks owning cryptocurrencies. China implements blockchain technology in several industries including a national digital currency which launched in 2020. To strengthen their respective currencies, Western governments including the European Union and the United States have initiated similar projects.

To prevent bad actors from validating bad transactions or double spends, blockchains are secured by a consensus mechanism such as proof of work or proof of stake . These mechanisms allow for agreement even when no single node is in charge. In September 2015, the first peer-reviewed academic journal dedicated to cryptocurrency and blockchain technology research, Ledger, was announced. The journal covers aspects of mathematics, computer science, engineering, law, economics and philosophy that relate to cryptocurrencies such as bitcoin. Blockchain technology, such as cryptocurrencies and non-fungible tokens , has been used in video games for monetization.

Attributes Of Cryptocurrency

Coli, https://fortunetelleroracle.com/credit-score-improvement-tips/ether... salmonella, and listeria, as well as hazardous materials being accidentally introduced to foods. In the past, it has taken weeks to find the source of these outbreaks or the cause of sickness from what people are eating. Using https://allcoinss.com gives brands the ability to track a food product’s route from its origin, through each stop it makes, and finally, its delivery.

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"

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