In November 2019, Griffin et al. put forward a paper on the thesis of unsupported digital money inflating cryptocurrency prices , which caused a great stir in the academic circle and public opinion. Using algorithms to analyse Blockchain data, they found that purchases with Tether are timed following market downturns and result in sizeable increases in Bitcoin prices. We adopt a bottom-up approach to the research in cryptocurrency trading, starting from the systems up to risk management techniques. For the underlying trading system, the focus is on the optimisation http://raymondjxqy650.cavandoragh.org/bitcoin-futures-trading-strategies of trading platforms structure and improvements of computer science technologies.
Once the fundamental analysis is complete, analysts aim to determine whether the asset is undervalued or overvalued. Investors can use this conclusion when making their investment decisions. Generally, investors seek to generate a return over a longer period of time – think years or even decades. Since investors have a larger time horizon, their targeted returns for each investment tend to be larger as well. Finally, don’t assume that an exchange is available in your country, or even state, just because you can access its website.
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"