Three Huge Benefits of a Bitcoin Futures ETF

These new futures contracts will be listed on and subject to the rules of CME. 12In this paper, we apply the Shi et al. time-varying Granger causality method to the question of the lead-lag relationship directly to the Bitcoin spot and futures prices that are integrated at order 1. Evidence from this approach provides one perspective on understanding the informational interactions between the Bitcoin spot and futures markets. Evidence points to the identification of the long-run informational roles of the Bitcoin spot and futures markets where the Park and Hahn test, information share measures, and the DCC-GARCH model are used for this purpose. It should be noted that without static or dynamic cointegration, the information share measures are not applicable.

Bitcoin perpetual futures contracts, or perpetual swaps, will typically track the spot price of Bitcoin. We know that bitcoin is used as a means of exchange in a number of markets. The amount of bitcoins needed for these markets to function constitutes transactional demand. The supply growth of bitcoin is becoming more limited as the mining price increases.

These two are the popular derivatives usually traded in the investment space today. However, these two have distinct features, and you must clearly understand them before putting your money on them. Early analysis of Bitcoin concluded that it did not meet the economic conditions to be classified as a currency. We investigate whether the introduction of futures trading in bitcoin is able to resolve the issues that stopped bitcoin from being considered a currency. Our analysis shows that spot volatility has increased following the announcement of the futures contracts, the futures contracts are not an effective hedging instrument and that price discovery is driven by uninformed investors in the spot market.

Bitcoin futures contracts are settled every trading day, based on transparent reference price, reflected in all Bitcoin-related contracts. Unified price reference mitigates the volatility of spot prices, making Bitcoin suitable for payment purposes. It is essential to know that the price of a bitcoin futures contract is broadly proportional to the price of bitcoin. So, trading bitcoin futures is an alternative to spot trading, which involves the actual buying or selling of underlying crypto.

Because the price of Bitcoin futures are based on the price of Bitcoin, a manipulator could place a large trade in the Bitcoin spot market in order to have the price of the futures contract move in her favor. This is referred to as banging-the-settlement, and it typically only occurs when the futures contract is cash settled, which Bitcoin futures are. The potential for manipulation has focused attention on CBOE’s and CME’s choice of Bitcoin reference rate. If the reference rate can be easily manipulated, so too can the price of the futures contract.

Am I able to trade bitcoin or other cryptocurrencies?

We can see that, first, there is little evidence of Granger causality episodes based on the rolling window procedure as presented in Fig. Second, https://www.investopedia.com/articles/investing/012215/how-invest-bitcoin-exchange-futures.asp the recursive evolving approach offers some different results. As a result, the null hypothesis of no Granger causality can be rejected.

  • It is essential to know that the price of a bitcoin futures contract is broadly proportional to the price of bitcoin.
  • The steps to conduct trade in Bitcoin futures are the same as those for a regular futures contract.
  • Cryptocurrency futures allow investors to speculate on the future price of cryptocurrencies.
  • Simply fund your account with one of our highly capitalized Clearing Firms.

Bitfinex offers order books with top tier liquidity, allowing users to easily exchange Bitcoin, Ethereum, EOS, Litecoin, Ripple, NEO and many other digital assets with minimal slippage. It could cause even more volatility and uncertainty surrounding bitcoin futures ETFs, Hambleton says. The most popular oil ETF, the United States Oil Fund , doesn’t hold crude oil https://allcoinss.com but instead holds crude oil futures. Over short periods of time — think days or weeks — these price discrepancies usually don't amount to much.

CME's quarterly profit jumps, bitcoin futures surge

If an investor times it right, there could, at least hypothetically, be major profit to be had by leveraging the Bitcoin Futures market. 9For a discussion of the choice of spot and futures data, see Baur and Dimpfl . 2Baur & Dimpfl, 2019 points out the correct spot prices for the CBOE and CME. However, due to data availability, they use the transaction price of Bitstamp as the spot price.

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"