What Is Cryptocurrency? Heres What Investors Should Know

The results also showed that the overreaction detected in the cryptocurrency market would not give available profit opportunities that cannot be considered as evidence of the EMH. Chaim and Laurini analysed the high unconditional volatility of cryptocurrency from a standard log-normal stochastic volatility model to discontinuous jumps of volatility and returns. The experiment indicated the importance of incorporating permanent jumps to volatility in cryptocurrency markets. Bauriya et al. developed a real-time Cryptocurrency Trading System.

  • It might allow users to buy and sell cryptocurrencies as well as stocks, mutual funds, and other types of investments.
  • Current Mortgage Rates Up-to-date mortgage rate data based on originated loans.
  • Cryptocurrencies are the tokens used in these networks to send value and pay for these transactions.
  • One of the features cryptocurrency lacks in comparison to credit cards, for example, is consumer protection against fraud, such as chargebacks.
  • In a transaction, the buyer and seller utilize mobile wallets to send and receive payments.

I was made to believe that I had to build my account to a certain point before withdrawing, I had lost a total sum of 10.000BTC. After weeks of turmoil and sadness that investment brought me and my family. Is a real refund professional feel free to reach out to them for a quick response if you're having similar issues. Are you a victim of the following ; Binary option, Forex trading, Romance , ICO Scams, Bitcoin mining, Phishing, exchange scams etc Just in any case you have lost your hard earned money. In fact, there are over 1,000 cryptocurrencies in existence right now (called “altcoins”); over 600 have market capitalizations of over $100,000.

The default setting shows prices in USD and sorts crypto assets based on the market capitalization. The key metrics such as the closing price, total and available number of coins, traded volume and price change percentage are all available at a quick glance. Check out the Performance tab to analyze the volatility https://www.paperscrypto.com/ and evaluate the performance of a https://www.investopedia.com/best-crypto-exchanges-5071855 particular crypto asset by selecting different time periods. Numerous technical indicators in the Oscillators and Trend-Following tabs can help you determine the trend direction and see what the current market situation is. In general, the cryptocurrency market is considered illiquid, as individual transactions can impact the market as a whole.

Two-factor authentication, also known as 2FA, adds an extra layer of security to your wallet. You should enable 2FA on all of your exchange accounts to improve your security. The disadvantage is that there is no third party acting as escrow or monitoring transactions due to the exchange’s little engagement. Decentralized exchanges are so decentralized that if you make a mistake, such as sending money to the wrong address, the exchange is unable to assist you.

The authors tested the system with an experiment that demonstrates user-friendly and secure experiences for traders in the cryptocurrency exchange platform. As a result, there is growing skepticism about the relevance of the centralized exchange model, and most institutional participants are utilizing OTC mechanisms to facilitate trading and settlement of crypto assets. There are a number of ways cryptocurrency scammers can steal your money. People set up fake cryptocurrency exchanges, and once investors sign up and transfer their money, they discover they can’t withdraw it. Similarly, people promote fake coins to push the price up and then cash out before the value drops to nothing. We all should take time to fully understand any cryptocurrency says Asset fix recovery network which works on getting scammed funds back, You might buy.

Makemytrip Ties Up With Banks, Nbfcs, Fintech Players For

Steven previously served as an Editor for Finance Magnates, where he authored over 1,000 published articles about the online finance industry. Steven is an active fintech and crypto industry researcher and advises blockchain companies at the board level. Over the past 20 years, Steven has held numerous positions within the international forex markets, from writing to consulting to serving as a registered commodity futures representative. I am pleased to announce the formation of the firm's cryptocurrency trading team, which will be our centralized desk for managing cryptocurrency risk for our clients. The Crypto trading team will be a part of Global Currencies and Emerging Markets , reporting to me, within the firm's Digital Assets effort led by Mathew McDermott. The derivatives Goldman traded, bitcoin futures and nondeliverable forwards, are ways to wager on the price of bitcoin.

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"