Best Online Brokers For Buying And Selling Cryptocurrency In June 2022

There are plenty of day trading opportunities in the crypto market, mainly because they are highly volatile. However, becoming too zealous and dedicating significant amounts of capital in day trading can result in big losses. Deposit an initial investment capital and kick off your day trading journey.

Trading any financial instrument involves a significant risk of loss. Commodity.com is not liable for any damages arising out of the use of its contents. When evaluating online brokers, always consult the broker’s website. Commodity.com makes no warranty that its content will be accurate, timely, useful, or reliable. Ethereum smart contracts are far from foolproof and even some of the most well thought out and peer-reviewed contracts have failed or been hacked. Only http://jaredaqcp721.iamarrows.com/best-crypto-social-trading-platforms traders that can stomach such risks should have strong positions in Ethereum.

  • Implementing a pricing strategy, implementing trading algorithms and developing a given trading simulation are three problems solved by this research.
  • Following an account and money transfer, you need to decide on the coins you intend to invest in.
  • That way, you can get the most out of flip trading cryptocurrency.

As of December 20, 2019, there exist 4950 cryptocurrencies and 20,325 cryptocurrency markets; the market cap is around 190 billion dollars . Figure4 shows historical data on global market capitalisation and 24-h trading volume . The blue line is the total cryptocurrency market capitalization and green/red histogram is the total cryptocurrency market volume.

What Is A Crypto Exchange And How Does It Work?

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The authors also compared F-1 precision and recall metrics between RF and Deep Learning . Charles and Darné studied four cryptocurrency markets including Bitcoin, Dash, Litecoin and Ripple. Results showed cryptocurrency returns are strongly characterised by the presence of jumps as well as structural breaks except the Dash market. Four GARCH-type models (i.e., GARCH, APARCH, IGARCH and FIGARCH) and three return types with structural breaks (original returns, jump-filtered returns, and jump-filtered returns) are considered. The research indicated the importance of jumps in cryptocurrency volatility and structural breakthroughs. Autoregressive-moving-average model with exogenous inputs model , GARCH, VAR and Granger causality tests are used in the experiments.

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"