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 http://titusjwyn262.image-perth.org/ethereum 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.
The adoption rates, as studied by Catalini and Tucker , revealed that when people who typically adopt technologies early are given delayed access, they tend to reject the technology. Many universities have founded departments focusing on crypto and blockchain, including MIT, in 2017. In the same year, Edinburgh became "one of the first big European universities to launch a blockchain course", according to the Financial Times. There are several different efforts to offer domain name services via the blockchain.
Crypto Center The rapid rise of crypto is changing the global financial landscape forever, creating both risks and opportunities for new and existing players. Global FS crypto services PwC offers a “one stop shop” solution for crypto clients bringing together crypto specialists from across the global PwC network. IBM develops a blockchain-based banking platform with large banks like Citi and Barclays signing on.
Where To Buy Nfts In 2022: 20 Marketplaces And What They Sell
Coli, 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.
<img src="data:image/jpeg;base64,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"