Cryptocurrency Trading Platform, Mobile Apps For Free

Going long on a financial product is the most common way of investing, especially for those just starting out. Long-term trading strategies like buy and hold are based on the assumption that the underlying asset will increase in value. In this sense, buy and hold is simply going long for an extended period of time. Good diversification isn’t simply filling your portfolio with hundreds of different digital currencies. Consider an event where the world governments ban cryptocurrencies, or quantum computers break the public-key cryptography schemes we use in them. Either of these occurrences would have a profound impact on all digital assets.

Researchers have also focused on comparing classical statistical models and machine/deep learning models. Rane and Dhage described classical time series prediction methods and machine learning algorithms used for predicting Bitcoin price. The observation and results showed that the NARX model is the best model with nearly 52% predicting accuracy based on 10 seconds interval. Rebane et al. compared traditional models like ARIMA with a modern popular model like seq2seq in predicting cryptocurrency returns. The result showed that the seq2seq model exhibited demonstrable improvement over the ARIMA model for Bitcoin-USD prediction but the seq2seq model showed very poor performance in extreme cases. The authors proposed performing additional investigations, such as the use of LSTM instead of GRU units to improve the performance.

  • CoinDCX, you can choose from over 500 currency pairs to start trading.
  • In other words, the stop price would trigger your stop-limit order, but the limit order would remain unfilled due to the sharp price drop.
  • And when you have decided http://andyiwti505.image-perth.org/how-to-become-a-successful-crypto-trader that it’s time to close your position, you just need to place an equivalent trade in the opposite direction.

The spot market is where financial instruments are traded for what’s called “immediate delivery”. Delivery, in this context, simply means exchanging the financial instrument for cash. This may seem like an unnecessary distinction, but some markets aren’t settled in cash instantly. For example, when we’re talking about the futures markets, the assets are delivered at a later date . In this sense, cryptocurrencies form a completely new category of digital assets.

What Is A Crypto Exchange And How Does It Work?

And as crypto gets bigger, regulation is more likely to happen. With cryptocurrency getting more attention all the time, it’s starting to move from a rogue market into a more mature one. That’s going to bring changes, so it’s important to stay up to date and be prepared. Currently, the interest in Wall Street in Bitcoin is probably not going to affect ICOs very much. It looks like there will be more of an effect on initial coin offerings when regulators come in to address the growing Bitcoin stock market and other cryptocurrency efforts.

A complete loss of capital is possible for those that aren't experienced with risk management. However, risk can be minimized using the tools offered by PrimeXBT. Thanks to leverage, traders are not forced to lock too much capital in one trade. This allows them to have more capital free to use in other trades. Leveraged margin trade allows you to receive higher profits if the position goes the right way. However, the risk is that if the trade is unsuccessful the losses can be magnified too.

Although day trading is very popular among cryptocurrency traders, it is considered risky because the crypto market is volatile. Here are some common mistakes to avoid while day trading cryptocurrencies. Range trading cryptocurrency paperscrypto.com is heavily reliant on the concept of support and resistance on candlestick charts. As such, to succeed in range trading, you must learn how to analyze a candlestick chart and identify the support and resistance levels.

Limit Orders

This is in contrast to the United States dollar, which has both a physical and a digital component . A cryptocurrency’s individual unit is referred to as a token, much as a stock's individual unit is referred to as a share. However, generating liquidity takes time, as a new innovative protocol may be live but may not have instant access to liquidity. If volumes are low and there are little to no trading pairs available, you are essentially betting that a healthy market will eventually form around the project. There are various ways to chart the market and find patterns within it. One of the most common visual representations of market price action is the “candlestick.” These candlestick patterns present a sort of visual language for traders to anticipate possible trends.

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"