Making Sense Of Bitcoin And Blockchain Technology

Alternatively, to prevent a permanent split, a majority of nodes using the new software may return to the old rules, as was the case of bitcoin split on 12 March 2013. Many blockchain networks operate as public databases, meaning that anyone with an Internet connection can view a list of the network’s transaction history. Although users can access details about transactions, they cannot access identifying information about the users making those transactions. It is a common misperception that blockchain networks like bitcoin are anonymous, when in fact they are only confidential. Blockchain technology achieves decentralized security and trust in several ways.

The use of blockchain in libraries is being studied with a grant from the U.S. There have been several different efforts to employ blockchains in supply chain management. Individual use of blockchain technology has also greatly increased since 2016. According to statistics in 2020, there were more than 40 million blockchain wallets in 2020 in comparison to around 10 million blockchain wallets in 2016. A hybrid blockchain has a combination of centralized and decentralized features. The exact workings of the chain can vary based on which portions of centralization and decentralization are used.

  • It has been argued that permissioned blockchains can guarantee a certain level of decentralization, if carefully designed, as opposed to permissionless blockchains, which are often centralized in practice.
  • Within a blockchain the computation is carried out redundantly rather than in the traditional segregated and parallel manner.
  • Think of it as "safety in math" since finding golden nonces requires an enormous amount of time and computing power.
  • The words block and chain were used separately in Satoshi Nakamoto's original paper, but were eventually popularized as a single word, blockchain, by 2016.
  • When that happens miners are said to have found the "golden nonce" and their block is added to the chain.

Many other allcoinss national standards bodies and open standards bodies are also working on blockchain standards. 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.

Anyone with an Internet connection can send transactions to it as well as become a validator (i.e., participate in the execution of a consensus protocol).[self-published source? ] Usually, such networks offer economic incentives for those who secure them and utilize some type of a Proof of Stake or Proof of Work algorithm. Bitcoin and other cryptocurrencies currently secure their blockchain by requiring new entries to include proof of work. While Hashcash was designed in 1997 by Adam Back, the original idea was first proposed by Cynthia Dwork and Moni Naor and Eli Ponyatovski in their 1992 paper "Pricing via Processing or Combatting Junk Mail". An advantage to an open, permissionless, or public, blockchain network is that guarding against bad actors is not required and no access control is needed.

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.

What Is Blockchain?

The development, some argue, has led criminals to prioritise the use of new cryptos such as Monero. The question is about the public accessibility of https://finance.yahoo.com/cryptocurrencies/ data and the personal privacy of the very same data. This allows the participants to verify and audit transactions independently and relatively inexpensively. A blockchain database is managed autonomously using a peer-to-peer network and a distributed timestamping server. They are authenticated by mass collaboration powered by collective self-interests. Such a design facilitates robust workflow where participants' uncertainty regarding data security is marginal.

When those conditions are met, the terms of the agreement are automatically carried out. In war-torn countries or areas that have little to no government or financial infrastructure, and certainly no Recorder’s Office, it can be nearly impossible to prove ownership of a property. If a group of people living in such an area is able to leverage blockchain, then transparent and clear time lines of property ownership could be established. This process is not just costly and time-consuming—it is also prone to human error, where each inaccuracy makes tracking property ownership less efficient. Blockchain has the potential to eliminate the need for scanning documents and tracking down physical files in a local recording office. If property ownership is stored and verified on the blockchain, owners can trust that their deed is accurate and permanently recorded.

For example, Ethereum was hard-forked in 2016 to "make whole" the investors in The DAO, which had been hacked by exploiting a vulnerability in its code. In this case, the fork resulted in a split creating Ethereum and Ethereum Classic chains. In 2014 the Nxt community was asked to consider a hard fork that would have led to a rollback of the blockchain records to mitigate the effects of a theft of 50 million NXT from a major cryptocurrency exchange. The hard fork proposal was rejected, and some of the funds were recovered after negotiations and ransom payment.

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"

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