Cryptocurrency Prices, Charts And Market Capitalizations

ORX’s services include a range of solutions focused on effective management and measurement of operational and non-financial risk. Prior to joining One River, Sebastian worked at BlackRock, beginning in 2012. Sebastian was most recently a Managing Director at BlackRock, co-leading investment strategy globally for BlackRock Systematic Active Equity. Prior to BlackRock, Sebastian worked paperscrypto.com at Credit Suisse, beginning in 2001. Sebastian built relationships with institutional investors, delivering the firm’s proprietary data, capital markets product, and firmwide capabilities. At Firstrade, we will always remain loyal to equities and stocks options, however, we will continue to add further innovation to the platform, including a variety of cryptocurrency coins and tokens.

  • As of January 10, 2022, CoinMarketCap lists 308 exchanges, the biggest of which are Binance, Coinbase, and FTX.
  • Once you are verified and have your account funded, the only thing left to do is to buy or sell crypto using limit, stop, and/or market orders.
  • Trade with a market leader and stable partner invested in your success.
  • As opposed to traditional currencies issued by central banks, (i.e. US Dollar, Euro, Sterling etc), Bitcoin is not controlled or regulated by any authority.

SoFi does charge a markup, but the all-in-one convenience of the platform could still make it worth a look. We believe that an intuitive and laconic interface together with advanced trading instruments and world-class security make CEX.IO the best place to trade cryptocurrencies. Our customers know what it means to work with a regulated platform that has a substantial history, a deep understanding of the market and customers’ needs. We are constantly working on enhancing security and adapting our systems to the latest regulatory requirements. Compliance with the international standards allows us to implement numerous payment options and work with https://www.paperscrypto.com/ reliable banks and payment providers.

A Trusted And Secure Bitcoin And Crypto Exchange

Portfolio and cryptocurrency asset management are effective methods to control risk. Other papers included in this survey include topics like pricing rules, dynamic market analysis, regulatory implications, and so on. Table3 shows the general scope of cryptocurrency trading included in this survey.

Long-and-short term trading research There are significant differences between long and short time horizons in cryptocurrency trading. In long-term trading, investors might obtain greater profits but have more possibilities to control risk when managing a position for weeks or months. It is mandatory to control for risk on long term strategies due to the increase in the holding period, directly proportional to the risk incurred by the trader. On the other hand, the longer the horizon, the higher the risk and the most important the risk control. The shorter the horizon, the higher the cost and the lower the risk, so cost takes over the design of a strategy. In short-term trading, automated algorithmic trading can be applied when holding periods are less than a week.

The contracts are settled in cash and don't require that Goldman deals with actual bitcoin, called "physical bitcoin" in the industry, because the bank isn't yet in a position to do so, Venkataraman noted in the memo. Traders at firms including JPMorgan Chase have been asking managers when they could begin handling bitcoin, CNBC has reported. For beginners, it’s imperative to follow the proper steps for cryptocurrency trading. Here are few steps which you can take and begin your trading journey. So as per your requirement and availability, you can choose any of the cryptocurrency trading strategies. 7 This figure is based on reports submitted from October 1, 2020 through March 31, 2021 that were categorized as investment related fraud and indicated a consumer age of range of 20 to 39.

Position Trading

It also overcomes the problem of crypto volatility because sellers can accept payments in stablecoins. When using a credit card, this is unfortunately unavoidable, but given the rapid service, it is sometimes worth the expense. Coinmama is a terrific place to start whether you want to buy Bitcoin, Ethereum, or any cryptocurrency for the first time. The service, https://robinhood.com/us/en/support/articles/cryptocurrency-investing/#:~:text=You%20don't%20have%20to%20worry%20about%20day%20trading%20limits,SEC%20like%20stocks%20and%20options. which debuted in 2013, claims to offer a simple, secure, and pleasurable place to purchase cryptocurrency from anywhere on the planet. In reality, it benefits all countries except those sanctioned, such as North Korea. Using a filter option on the main page, you can select the trade assets you want to trade, such as stocks, cryptocurrencies, or currencies.

The rate of generating hashes, which validate any transaction, has been increased by the use of specialized machines such as FPGAs and ASICs running complex hashing algorithms like SHA-256 and scrypt. This arms race for cheaper-yet-efficient machines has existed since Bitcoin was introduced in 2009. Proof-of-stake is a method of securing a cryptocurrency http://paperscrypto.com/ network and achieving distributed consensus through requesting users to show ownership of a certain amount of currency. It is different from proof-of-work systems that run difficult hashing algorithms to validate electronic transactions. The scheme is largely dependent on the coin, and there's currently no standard form of it.

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"