Francesca Lazzeri overviews the latest MLOps technologies and principles that data scientists and ML engineers can apply to their machine learning processes. This would be at our absolute discretion and we will have no obligation to do so. We will notify clients of any actions we will take or have taken. The storage space derives from the participants who provide their storage and bandwidth to the network. Typically, these participants are economically incentivized to provide those resources, and economically punished if they don’t follow the rules or fail to store and serve files.

Everledger uses a blockchain to record information about the provenance and ownership of individual diamonds and other valuables. Here, rather than the blockchain recording transfers of digital currency, it records transfers of ownership of identified physical assets. Blockchains are interesting because the integrity of the contents of the distributed ledger does not rely on any specific individual or organisation. So, rather than relying on trusted third-party organisations to facilitate these commercial transactions, we might instead rely on a trusted blockchain system.

Blockchain Creates Trust In The Data

This would eliminate the need for recounts https://theleadbtc.org or any real concern that fraud might threaten the election. As the landscape evolves, the future of blockchain will likely take on forms yet to be imagined. NFT creators can also create “shares” of their NFTs — allowing investors the opportunity to gain partial ownership of something. This is similar to the way investors can buy stocks in a company or invest in real estate through fractional shares of a piece of property.

Every business and organization engages in many types of transactions every day. You know your customers, your clients, your colleagues, and your business partners. Having worked with them and their products, data, or information, you have a pretty good idea of their value and trustworthiness. It’s estimated that there are over 500 exchanges to choose from.

Bitcoin was the first cryptocurrency, and it’s certainly the most well known, but it’s just one of many cryptocurrencies that exist today. The other type of fork stemming from intention theleadbtc.org forks is soft forks. Hard and soft forks are similar in that when a blockchain rule is changed, the old version remains in the network while the new one is also present.

<img src="data:image/jpeg;base64,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"

Weergaven: 2

Opmerking

Je moet lid zijn van Beter HBO om reacties te kunnen toevoegen!

Wordt lid van Beter HBO

© 2024   Gemaakt door Beter HBO.   Verzorgd door

Banners  |  Een probleem rapporteren?  |  Algemene voorwaarden