{"id":7209,"date":"2022-03-31T17:22:51","date_gmt":"2022-03-31T17:22:51","guid":{"rendered":"https:\/\/newnanotech.uk\/?p=7209"},"modified":"2024-10-11T08:49:33","modified_gmt":"2024-10-11T08:49:33","slug":"efficient-market-hypothesis-is-the-stock-market","status":"publish","type":"post","link":"https:\/\/newnanotech.uk\/index.php\/2022\/03\/31\/efficient-market-hypothesis-is-the-stock-market\/","title":{"rendered":"Efficient Market Hypothesis: Is the Stock Market Efficient?"},"content":{"rendered":"

\"what<\/p>\n

It goes further to say past performance is irrelevant to what the future holds for the stock. Intrinsic value refers to an asset\u2019s true, actual value, which is calculated using fundamental and technical analysis, whereas the market price is the currently listed price at which stock is bought and sold. When markets are efficient, the two values should be the same, but when they differ, it poses opportunities for investors to make an excess profit.<\/p>\n<\/p>\n

Impact of Technology on Market Efficiency<\/h2>\n<\/p>\n

Berkshire Hathaway, the conglomerate that holds his investments, has earned an annual return of 20% over the past 52 years, often outperforming the S&P 500. For example, active managers of U.S. real estate funds outperformed passively managed vehicles 62.5% of the time, but the figure drops to 25% when fees are considered. Naysayers point to market bubbles, crashes, and persistent anomalies as evidence against strong market efficiency. An entire field of finance, behavioral economics, has developed to explore how market participants are inefficient.<\/p>\n<\/p>\n

EMH anomalies and rejection of the Capital Asset Pricing Model (CAPM)<\/h2>\n<\/p>\n

For example, if sugar causes cavities, people who eat a lot of sweets are prone to cavities. And if the same applies here \u2013 if all information is reflected in a stock\u2019s price, then its fair value should be the same as its market value and can not differ or be impacted by any other factors. Investors, including the likes of Warren Buffett,25 George Soros,2627 and researchers have disputed the efficient-market hypothesis both empirically and theoretically. These have been researched by psychologists such as Daniel Kahneman, Amos Tversky and Paul Slovic and economist Richard Thaler. On the other hand, looking at the 10-year period ending December 31, 2020 shows a different picture, since the percentage of active managers who outperformed comparable passive strategies dropped to 23%.<\/p>\n<\/p>\n

Market Inefficiencies<\/h2>\n<\/p>\n
    \n
  1. It is the most appropriate form of the efficient market hypothesis, and factual evidence supports that most capital markets in developed countries are generally semi-strong efficient.<\/li>\n
  2. Rebecca Baldridge, CFA, is an investment professional and financial writer with over 20 years’ experience in the financial services industry.<\/li>\n
  3. This means that they will act in a way that maximizes their profits based on available information, and their collective actions will cause securities’ prices to adjust appropriately.<\/li>\n
  4. It suggests that cognitive biases often lead to irrational decisions, resulting in mispriced securities.<\/li>\n<\/ol>\n

    Suppose that a piece of information about the value of a stock (say, about a future merger) is widely available to investors. If the price of the stock does not already reflect that information, then investors can trade on it, thereby moving the price until the information is no longer useful for trading. The explosive growth in assets under management in index and ETF funds suggests that there are many investors who do believe orscorp industries review<\/a> in some form of the theory.<\/p>\n<\/p>\n

    \"what<\/p>\n

    For instance, a proposed merger or dismal earnings announcement would be known by insiders but not the public. Therefore, this information is not correctly priced into the shares until it is made available. At that point, the stock may jump or slump, depending on the nature of the news, as investors and traders incorporate this new information. Due to the empirical presence of market anomalies and information asymmetries, many practitioners do not believe that the efficient markets hypothesis holds in reality, except, perhaps, in the weak form.<\/p>\n<\/p>\n

    The efficient market hypothesis exists in degrees, but each degree argues that financial markets are already too efficient for investors to consistently beat them. The idea is that the volume of activity within markets is so high that the value of resulting prices are as fair as can be. The weak form of the theory is the most lenient and concedes that there are circumstance when fundamental analysis can help investors find value.<\/p>\n<\/p>\n

    One of the most controversial topics in finance how to buy flow coin<\/a> is the efficient-market hypothesis, developed by Eugene Fama in 1965. In a nutshell, the theory says that the financial markets are efficient, so no one can gain an edge in them. In EMH, it is assumed that investors collectively have a rational expectation about future market movements. This means that they will act in a way that maximizes their profits based on available information, and their collective actions will cause securities’ prices to adjust appropriately. The semi-strong form of EMH extends beyond historical prices and suggests that all publicly available information is instantly priced into the market.<\/p>\n<\/p>\n

    Instead, they would maintain a passive investment portfolio by buying index funds that track the overall market performance. Note that this thought experiment does not necessarily imply that stock prices are unpredictable. For example, suppose that the piece of information in question says that a financial crisis is likely to come soon. Investors typically do not difference between a cryptocurrency broker and an exchange<\/a> like to hold stocks during a financial crisis, and thus investors may sell stocks until the price drops enough so that the expected return compensates for this risk. Strong belief in the efficient market hypothesis calls into question the strategies pursued by active investors. If markets are truly efficient, investment companies are spending foolishly by richly compensating top fund managers.<\/p>\n<\/p>\n

    However, factual research doesn\u2019t support the possibility of a strong form of efficiency in any market. On the other hand, U.S. markets for large-cap or mid-cap stocks are heavily traded, and information is rapidly incorporated into stock prices. Efficiency is high and, as demonstrated by the Morningstar results, active managers have much less of an edge. Similarly, numerous studies have shown that stock prices tend to follow a random walk, supporting the weak form of EMH. For portfolio managers, EMH implies that active management strategies are unlikely to outperform passive strategies consistently.<\/p>\n<\/p>\n

    Other areas where active management tends to outperform passive\u2014before fees\u2014include high yield bond funds at 59.5% and diversified emerging market funds at 58.3%. The addition of fees for portfolios that are actively managed tends to drag on their overall performance in most cases. The most important assumption underlying the efficient market hypothesis is that all information relevant to stock prices is freely available and shared with all market participants. At first, Wall Street ignored the idea of market efficiency because it contradicted the work of most analysts and brokers. But the evidence became too strong to ignore, and the efficient-market hypothesis is now generally accepted despite its weaknesses, including the inability at times to determine why the price of an asset has risen or fallen. Criticisms of the EMH often come from behavioral finance, which argues that cognitive biases can lead investors to make irrational decisions, resulting in mispriced securities.<\/p><\/p>\n","protected":false},"excerpt":{"rendered":"

    It goes further to say past performance is irrelevant to what the future holds for the stock. Intrinsic value refers to an asset\u2019s true, actual value, which is calculated using fundamental and technical analysis, whereas the market price is the currently listed price at which stock is bought and sold. When markets are efficient, the […]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[37],"tags":[],"class_list":["post-7209","post","type-post","status-publish","format-standard","hentry","category-cryptocurrency-news"],"yoast_head":"\r\nEfficient Market Hypothesis: Is the Stock Market Efficient? - New Nano Tech UK<\/title>\r\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\r\n<link rel=\"canonical\" href=\"https:\/\/newnanotech.uk\/index.php\/2022\/03\/31\/efficient-market-hypothesis-is-the-stock-market\/\" \/>\r\n<meta property=\"og:locale\" content=\"en_US\" \/>\r\n<meta property=\"og:type\" content=\"article\" \/>\r\n<meta property=\"og:title\" content=\"Efficient Market Hypothesis: Is the Stock Market Efficient? - New Nano Tech UK\" \/>\r\n<meta property=\"og:description\" content=\"It goes further to say past performance is irrelevant to what the future holds for the stock. 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