{"id":1487,"date":"2022-05-19T21:08:16","date_gmt":"2022-05-19T18:08:16","guid":{"rendered":"https:\/\/secilgulenkomi.com\/?p=1487"},"modified":"2022-10-18T23:51:28","modified_gmt":"2022-10-18T20:51:28","slug":"bitcoin-s-calm-amid-soaring-bond-market-volatility","status":"publish","type":"post","link":"https:\/\/secilgulenkomi.com\/index.php\/2022\/05\/19\/bitcoin-s-calm-amid-soaring-bond-market-volatility\/","title":{"rendered":"Bitcoin&#8217;s Calm Amid Soaring Bond Market Volatility Points To &#8216;hodler&#8217;"},"content":{"rendered":"<div id=\"toc\" style=\"background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;\">\n<p class=\"toctitle\" style=\"font-weight: 700;text-align: center;\">Content<\/p>\n<ul class=\"toc_list\">\n<li><a href=\"#toc-0\">Start Your Crypto Journey<\/a><\/li>\n<li><a href=\"#toc-1\">What Major Events Have Contributed To Bitcoins Volatility?<\/a><\/li>\n<li><a href=\"#toc-2\">Reasons Behind Cryptocurrency Market Volatility<\/a><\/li>\n<li><a href=\"#toc-3\">Key Reasons For Crypto Volatility<\/a><\/li>\n<li><a href=\"#toc-4\">Sign Up For Our Newsletters<\/a><\/li>\n<li><a href=\"#toc-5\">Measuring Stock Market Volatility<\/a><\/li>\n<li><a href=\"#toc-6\">Things To Do When Cryptocurrencies Plummet<\/a><\/li>\n<li><a href=\"#toc-7\">Money<\/a><\/li>\n<\/ul>\n<\/div>\n<p>Regardless of the cause, volatility in all of these asset classes should not cause concern for the long-term investor. Combine these two, and the average investor in the cryptocurrency market is far less experienced and educated than with most other markets. This means that the cryptocurrency markets are extremely vulnerable to hype, FUD and outright manipulation. In situations where experienced traders might keep their cool, crypto traders often panic.<\/p>\n<ul>\n<li>The strong relationship implies that distortions to the long-term equilibrium of both indices are temporary and correcting over time.<\/li>\n<li>Furthermore, indices that are turned into tradable assets and derivatives thereon improve market accessibility.<\/li>\n<li>They are high-risk and speculative, and it is important that you understand the risks before you start trading.<\/li>\n<li>There\u2019s no question that cryptocurrencies are legal in the U.S., though China has essentially banned their use, and ultimately whether they\u2019re legal depends on each individual country.<\/li>\n<\/ul>\n<p>Bitcoin\u2019s value as an investment purely depends on the future value of Bitcoin. Alternatively, most assets are priced based on the future value of their cash flows. This might mean the dividends a stock will pay out, or the coupons an investor receives from a bond.<\/p>\n<p>Total, net, and pairwise spillovers among cryptocurrencies post-COVID-19 . Total, net, and pairwise spillovers among cryptocurrencies pre-COVID-19 . Never invest more than you can afford to lose and maintain a diversified investment portfolio to help weather the market ups and downs. Term used in the crypto world to refer to the practice of owners of a given digital asset promoting the value of that asset in order to attract buyers and drive up the value.<\/p>\n<p>For example, not so long ago the Telegram developers announced the launch of blockchain platform TON and coin Gram. Interestingly, neither of these projects has been completed yet, but news media have already publicized the initiative. So, entering the emerging market is a good way to get your product talked about and, therefore, known and recognized. There are many factors that contribute to crypto volatility, including news events such as the above and market speculation. Its newness, both technologically and in public sentiment, play a significant role in its perceived value.<\/p>\n<h2 id=\"toc-0\">Start Your Crypto Journey<\/h2>\n<p>Generally speaking, high-risk investments should make up a small part of your overall portfolio \u2014 one common guideline is no more than 10%. You may want to look first to shore up your retirement savings, pay off debt or invest in less-volatile funds made up of stocks and bonds. They share many similarities with cryptocurrencies, and they can be bought and sold in many of the same marketplaces. One common way cryptocurrencies are created is through a process known as mining, which is used by Bitcoin.<\/p>\n<p>Individual complaints can be referred to the Financial Ombudsman Service and eligible consumers have access to the Financial Services Compensation Scheme . However, these protections will not compensate you for any losses from trading. The information provided here is for general informational purposes only and should not be considered an individualized recommendation or personalized investment advice. The investment strategies mentioned here may not be suitable for everyone. Each investor needs to review an investment strategy for his or her own particular situation before making any investment decision.<\/p>\n<div style='border: black dashed 1px;padding: 13px;'>\n<h3>Volatility continues in crypto markets &#8211; The Cryptonomist<\/h3>\n<p>Volatility continues in crypto markets.<\/p>\n<p>Posted: Wed, 21 Sep 2022 07:00:00 GMT [<a href='https:\/\/en.cryptonomist.ch\/2022\/09\/21\/volatility-crypto-markets\/' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p>But the huge upfront cost is also a way to discourage dishonest players. If you win the right to create a block, it might not be worth the risk of tampering with the records and having your submission thrown out \u2014 forfeiting the reward. In this instance, spending the money on energy costs in an attempt to tamper with the historical record would have resulted in significant loss. Being a part owner means you get to participate in its earnings (you\u2019re an owner), while buying tokens simply means you&#8217;re entitled to use them, like chips in a casino. Is commonly used to carry out financial transactions more complex than those supported by Bitcoin. While some of these have total market valuations in the hundreds of billions of dollars, others are obscure and essentially worthless.<\/p>\n<h2 id=\"toc-1\">What Major Events Have Contributed To Bitcoins Volatility?<\/h2>\n<p>On the one hand, the static spillover of the risk contagion of cryptocurrency and the interaction between various cryptocurrencies in terms of global financial risk transmission were investigated. On the other hand, the dynamic evolution of the market correlation with COVID-19 was examined. Through building networks among the cryptocurrency market, we depict the risk transmission paths among cryptocurrencies, as well as the transmission intensity and the changing characteristics of the central nodes. Before purchasing, investors should note that risks applicable to one digital asset may not be the same risks applicable to other forms of digital assets. After the US subprime crisis, \u201ctoo big to fail\u201d translates to \u201ctoo connected to fail,\u201d and that the connectedness of financial institutions would rapidly extend individual risk into systemic risk .<\/p>\n<p>More specifically, when comparing the index data of CVX and CVX76, one can see that the indices are more similar during less volatile times and vice versa. We want to further investigate these joint dynamics before returning to the analysis of cryptocurrency volatility. In the simplest of option pricing models, volatility is the only free parameter that is not observable on the market.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"304px%\" alt=\"Understanding crypto market volatility\"\/><\/p>\n<p>Many have made millions on the big upswings, and yet many have lost large and small investments in the bursting bubbles and sudden market downturns. Speaking of investments, it\u2019s worth mentioning that the crypto slide is only part of the troubling news across the market and fears of a recession. According to a recent piece in the New York Times, the value of more established cryptocurrencies like Bitcoin more closely mirrors tech stocks each day. Since the early days, cryptocurrencies, including bitcoin , have been criticized for being too volatile relative to traditional markets and unreliable as a medium of exchange or a store of value.<\/p>\n<h2 id=\"toc-2\">Reasons Behind Cryptocurrency Market Volatility<\/h2>\n<p>This reduces the size of the reward you&#8217;d get for a successful block, but increases the chance that you could at least get some return on your investment. Mining cryptocurrency is generally only possible for a proof-of-stake cryptocurrency such as Bitcoin. And before you get too far, it is worth noting that the barriers to entry can be high and the probability of success relatively low without major investment. The question of whether cryptocurrencies are legally allowed, however, is only one part of the legal question. Other things to consider include how crypto is taxed and what you can buy with cryptocurrency. It\u2019s a good sign if other well-known investors want a piece of the currency.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px%\" alt=\"Understanding crypto market volatility\"\/><\/p>\n<p>For more information, please refer to your account agreement and the Margin Risk Disclosure Statement. When volatility spikes, it may be possible to generate above-average profits, but you also run the risk of losing a larger amount of capital in a relatively shorter period of time. As volatility increases, the potential to make <a href=\"https:\/\/xcritical.com\/blog\/crypto-volatility-important-points-you-should-know\/\">Crypto Volatility<\/a> more money quickly, also increases. The empirical analysis is based on a dynamic Bayesian model averaging approach for twenty-two potential determinants. The results reveal that the most important factors for Bitcoin volatility are Google trends, total circulation of Bitcoins, US consumer confidence and the S&#038;P500 index.<\/p>\n<h2 id=\"toc-3\">Key Reasons For Crypto Volatility<\/h2>\n<p>Many or all of the products featured here are from our partners who compensate us. This may influence which products we write about and where and how the product appears on a page. The blockchain or other alternative technologies on which these coins function are still evolving. There is the scalability problem, when a smart contract is not validated with the timeframe expected, creating sudden downward pressure. Packham N, Papenbrock J, Schwendner P, Woebbeking F. Tail-risk protection trading strategies.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px%\" alt=\"Understanding crypto market volatility\"\/><\/p>\n<p>Just like with buying cryptocurrencies, there are several options for converting your crypto holdings into cash. While decentralized exchanges and peer-to-peer transactions may be right for some investors, many choose to use centralized services to offload their holdings. There are other ways to manage risk within your crypto portfolio, such as by diversifying the range of cryptocurrencies that you buy. Crypto assets may rise and fall at different rates, and over different time periods, so by investing in several different products you can insulate yourself \u2014 to some degree \u2014 from losses in one of your holdings. In a nutshell, the prices for hedging increase when protection is needed most. This makes the somewhat disconnected dynamics of cryptocurrencies particularly interesting.<\/p>\n<p>Volatility is positioned as one of the tools for assessing the risk of an asset. The higher the volatility, the higher the risk, since there is a high probability that in a short period the value of an asset can change significantly in any direction, both up and down. In the world of finance and investment, volatility is the most important concept that characterizes an asset. Since any commodity in the market \u2013 oil, precious metals, stocks, bonds, currencies, and others \u2013 has a price, then volatility can be determined for each of them.<\/p>\n<p>The ICO boom in cryptocurrencies during 2017 led to many tokens being launched and traded on crypto exchanges, many of which had no utility or long-term plans for sustainability. The 2018 price crash led to many of these unprofitable and impossible projects failing, while legitimate projects and businesses were able to survive and grow during the prolonged crypto bear market. In addition, the three abovementioned cryptocurrencies also revealed a larger number of arrows of pairwise spillover relations among different cryptocurrencies.<\/p>\n<h2 id=\"toc-4\">Sign Up For Our Newsletters<\/h2>\n<p>Market and economic views are subject to change without notice and may be untimely when presented here. Do not infer or assume that any securities, sectors or markets described in this article were or will be profitable. Historical or hypothetical performance results are presented for illustrative purposes only. CVI is not a given, but it\u2019s a good example of volatility within the market. By knowing the different types of events that can cause volatility for a particular cryptocurrency, an investor can use the index to understand how and why BTC and ETH do what they do.<\/p>\n<p>S&#038;P 500 and Euro Stoxx 50, for instance, are two large indices that track North American or European stocks respectively. These price or return indices are complimented by risk benchmarks, most famously CBOE\u2019s Volatility Index , colloquially dubbed the \u2018fear index\u2019, which is designed to capture expected volatility. Long-term investing still involves risks, but those risks are related to being wrong about a company&#8217;s growth prospects or paying too high a price for that growth &#8212; not volatility.<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px%\" alt=\"Understanding crypto market volatility\"\/><\/p>\n<p>Fear of Missing Out is the impulse among certain investors to jump into the market for digital assets like crypto before fully understanding the risks. Box-plots in Fig.8 show that\u2014unsurprisingly\u2014expected volatility is usually higher for cryptocurrencies than traditional assets. The two exceptions are volatility of volatility and crude oil volatility (OVX, not-shown). The latter recently saw its highest levels since inception in 2008, which was primarily driven by the 2020 oil price war between Russia and Saudia Arabia and is therefore of no further interest to this study. Changes in the spread between both indices, i.e., deviations from the equilibrium, provide information as an indicator of market implied tail-risk. That is, the indices diverge in markets where a normal distribution is not able to reflect the actual price movements, i.e., a heavy-tailed market environment.<\/p>\n<h2 id=\"toc-5\">Measuring Stock Market Volatility<\/h2>\n<p>Once people consider the coin overvalued and lose money on it, the hype and speculation die and eventually lead to a price collapse as the bubble bursts. It&#8217;s quite common for cryptocurrencies to experience huge spikes and then crashes as a result. For instance, Dogecoin plummeted by 91% after Elon Musk&#8217;s SNL appearance in May 2021. \u201cGiven the limited supply, some entities have major holdings in the crypto and can, thus, influence the rise and fall of crypto markets by selling or buying more of the crypto.<\/p>\n<p>We believe everyone should be able to make financial decisions with confidence. Longin F, Solnik B. Extreme correlation of international equity markets. 18We account for heteroscedasticity and define negative tail-events as returns where the standardized residual of a GARCH process is below the 1% (99%) quantile. Investing fixed dollar amounts over regular periods of time regardless of the price of the asset.<\/p>\n<p>Instead, the price and demand depend on how Bitcoin is being used as part of the global economy. This results in a much wider range of price projections, with every assumption drastically impacting price expectations. Volatility is a measure of the variance in an asset\u2019s price in relation to its average price over time. Assets that fluctuate significantly in price are considered more volatile. Bitcoin has historically been volatile, due to immature markets and investor speculation.<\/p>\n<p>Either they will hold their bitcoin and restrict sell pressure, or they will sell their bitcoin, contributing to a more evenly distributed asset. As lawmakers and financial institutions continue to address Bitcoin, their actions and statements can cause the supply and demand to have major fluctuations. The price reflects investor\u2019s expectations for the future of Bitcoin, and this future is influenced by actions taken in the present. <a href=\"https:\/\/xcritical.com\/\">https:\/\/xcritical.com\/<\/a> It may be tempting to see this rough patch as evidence that crypto investments are irresponsible and too volatile. But to put everything in perspective, it\u2019s notable that the general trend in value has been upward, especially for established and vetted cryptocurrencies. As explored in a previous blog, most stablecoins are collateralized, meaning they represent a claim on a portfolio of physical assets backing the coin\u2019s value.<\/p>\n<p>Some financial instruments are fundamentally tied to volatility, such as stock options. The more volatile the stock, the more the option is valued, since the owner of the option has the option and not the obligation to purchase stocks at a given price. Options are not for the casual investor since options have leverage which will amplify positive and negative returns. Above all, volatility will impact investing strategy as in general rational investors don&#8217;t like too much swing in their investment returns. But extent of this impact will depend on the investment horizon, composition of the current portfolio and investor&#8217;s risk tolerance. For the entire stock market, the Chicago Board Options Exchange Volatility Index, known as the VIX, is a measure of the expected volatility over the next 30 days.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Content Start Your Crypto Journey What Major Events Have Contributed To Bitcoins Volatility? Reasons Behind Cryptocurrency Market Volatility Key Reasons For Crypto Volatility Sign Up For<span class=\"excerpt-hellip\"> [\u2026]<\/span><\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[39],"tags":[],"class_list":["post-1487","post","type-post","status-publish","format-standard","hentry","category-fintech-4"],"_links":{"self":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts\/1487","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/comments?post=1487"}],"version-history":[{"count":1,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts\/1487\/revisions"}],"predecessor-version":[{"id":1488,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/posts\/1487\/revisions\/1488"}],"wp:attachment":[{"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/media?parent=1487"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/categories?post=1487"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/secilgulenkomi.com\/index.php\/wp-json\/wp\/v2\/tags?post=1487"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}