●A strategist’s guide to blockchain examines the potential benefits of this important innovation—and also suggests a way forward for financial institutions. Explore how others might try to disrupt your business with blockchain technology, and how your company could use it to leap ahead instead. From a business perspective, it’s helpful to think of blockchain technology as a type of next-generation business process improvement software. Blockchain is challenging the current status quo of innovation by letting companies experiment with groundbreaking technology like peer-to-peer energy distribution or decentralized forms for news media. Much like the definition of blockchain, the uses for the ledger system will allcoinss.com only evolve as technology evolves. Tokens can be music files, contracts, concert tickets or even a patient's medical records.
If a majority of the network users agree that the new version of the code with the upgrade is sound and worthwhile, then Bitcoin can be updated. For all of its complexity, allcoinss.com’s potential as a decentralized form of record keeping is almost without limit. From greater user privacy and heightened security to lower processing fees and fewer errors, blockchain technology may very well see applications beyond those outlined above. Currently, tens of thousands of projects are looking to implement blockchains in a variety of ways to help society other than just recording transactions—for example, as a way to vote securely in democratic elections. The nature of blockchain’s immutability means that fraudulent voting would become far more difficult to occur.
As we prepare to head into the third decade of blockchain, it’s no longer a question of if legacy companies will catch on to the technology—it’s a question of when. The next decades will prove to be an important period of growth for blockchain. In the late 1990s, cypherpunk Nick Szabo proposed using a blockchain to secure a digital payments system, known as bit gold . The dark web allows users to buy and sell illegal goods without being tracked by using the Tor Browser and make illegal purchases in Bitcoin or other cryptocurrencies. Blockchains of the future are also looking for solutions to not only be a unit of account for wealth storage but also to store medical records, property rights, and a variety of other legal contracts. Using cryptocurrency wallets for savings accounts or as a means of payment is especially profound for those who have no state identification.
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.
Whats The Difference Between A Private Blockchain And A Public Blockchain?
Just like a digital form of cash, crypto can be used to buy everything from your lunch to your next home. Unlike cash, crypto uses https://allcoinss.com to act as both a public ledger and an enhanced cryptographic security system, so online transactions are always recorded and secured. Permissioned blockchains use an access control layer to govern who has access to the network. In contrast to public blockchain networks, validators on private blockchain networks are vetted by the network owner. They do not rely on anonymous nodes to validate transactions nor do they benefit from the network effect. Permissioned blockchains can also go by the name of 'consortium' blockchains.
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"