Help protect your account and reduce your risk by choosing a trusted, respected and fully regulated broker. Find helpful articles & videos designed to give you a better understanding of cryptocurrency here. Crypto exchange fees are complicated and can be the source of great frustration, especially when the cost of a trade suddenly spikes upwards due to unexpected paperscrypto.com charges. In addition, its platform has successfully completed several penetration tests, which are simulated cyberattacks performed to evaluate system security, and has shown proof of its funds over the years. Gabriel Rodríguez covers financial products, service reviews, and tech at Money. He is completing his MA in Translation at the University of Puerto Rico.

  • Here's more about what cryptocurrency is, how to buy it and how to protect yourself.
  • Once the change was completed, the price of Bitcoin shot up—increasing from $2700 to a record high of $4000 in just over two weeks.
  • As part of our initial launch, we have successfully executed Bitcoin NDFs and CME BTC future trades on a principal basis, all cash settling.
  • Technical analysis includes the same research that is done with any and all other financial assets.

Any positions in digital assets are custodied solely with Paxos and held in an account in your name outside of IB. Some cryptocurrencies can be used as money, but others are used for identity, governance, data storage and much more. To transact with a cryptocurrency, you need to have a set of public and private keys. These keys are like passwords generated by your cryptocurrency wallet.

Accounts

Trucíos et al. proposed a methodology based on vine copulas and robust volatility models to estimate the Value-at-Risk and Expected Shortfall of cryptocurrency portfolios. The proposed algorithm displayed good performance in estimating both VaR and ES. Hrytsiuk et al. showed that the cryptocurrency returns can be described by the Cauchy distribution and obtained the analytical expressions for VaR risk measures and performed calculations https://www.paperscrypto.com/ accordingly. As a result of the optimisation, the sets of optimal cryptocurrency portfolios were built in their experiments.

<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