{"id":1346,"date":"2022-06-17T16:12:45","date_gmt":"2022-06-17T13:12:45","guid":{"rendered":"http:\/\/milcom.am\/?p=1346"},"modified":"2023-03-27T13:21:08","modified_gmt":"2023-03-27T10:21:08","slug":"lndg-readme-md-at-master-cryptosharks131-lndg","status":"publish","type":"post","link":"http:\/\/milcom.am\/?p=1346","title":{"rendered":"lndg README md at master cryptosharks131 lndg"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"auto rebalancing\"\/><\/p>\n<p><p>We think that this assumption is realistic because it is fairly easy for interested households to establish a diversified portfolio of exchange traded funds by themselves as consumer organizations provide easy to implement portfolios with preselected funds. The remaining households who care less about the efficiency of their investment portfolio will anyway not consult robo-advisers and their rebalancing services. The descriptive statistics of the asset weights in these households\u2019 portfolios are presented in Table1.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"307px\" alt=\"auto rebalancing\"\/><\/p>\n<p><p>The only way for the investor to maintain his desired level of risk is to do some rebalancing. This type of rebalancing will remove some of the emotions from the process. It can be challenging to sell a portfolio when it rises, and it is also hard to buy once it has fallen. If  they\u2019re young or have a high risk tolerance, they may invest a large percentage of their portfolio into stocks and a lower amount into bonds. For someone closer to retirement or who can\u2019t handle the market fluctuations, they might place 90% of their portfolio into safer bonds.<\/p>\n<\/p>\n<p><h2>Batch Open Channels<\/h2>\n<\/p>\n<p><p>The highest annual returns of 17.6% were achieved in the asset class articles of great value, where prices roughly doubled in the observation period, and the lowest return of about 5% in total was achieved by the asset class cash(-equivalents). The correlations between the assets\u2019 returns are highlighted in Table3. Returns of bonds and cash(-equivalents) are hardly correlated with each other and the remaining assets\u2019 returns in the analyzed time period. Such weak correlations are one key requirement for the success of rebalancing strategies (see, e.g., Pliska and Suzuki 2004; Tokat and Wicas 2007). The aim of this study is to close these gaps in the literature by answering the question whether households could benefit from a service that rebalances their investments in stocks, bonds, real estate funds, articles of great value and cash(-equivalents).<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"306px\" alt=\"auto rebalancing\"\/><\/p>\n<p><p>For more information read the Characteristics and Risks of Standardized Options, also known as the options disclosure document . Alternatively, please contact IB Customer Service to receive a copy of the ODD. Before trading, clients must read the relevant risk disclosure statements on our Warnings and Disclosures page. Trading on margin is only for experienced investors with high risk tolerance. For additional information about rates LTC <a href=\"https:\/\/www.beaxy.com\/blog\/auto-rebalanced-crypto-portfolio-indexes\/\">auto rebalancing<\/a> on margin loans, please see Margin Loan Rates. Security futures involve a high degree of risk and are not suitable for all investors.<\/p>\n<\/p>\n<p><h2>on your investment goals and risk tolerances.<\/h2>\n<\/p>\n<p><p>Rebalancing works by computing a weight for each node based on its allocation of shards, and then moving shards between nodes to reduce the weight of the heavier nodes and increase the weight of the lighter ones. The cluster is balanced when there is no possible shard movement that can bring the weight of any node closer to the weight of any other node by more than a configurable threshold. Disk-based shard allocation settings explains how Elasticsearch takes available disk space into account, and the related settings. Cluster-level shard allocation settings control allocation and rebalancing operations. The frequency of rebalancing will depend on the investor\u2019s specific goals and risk tolerance, as well as the portfolio\u2019s characteristics. Some investors may rebalance their portfolio quarterly, while others may do it annually or even less frequently.<\/p>\n<\/p>\n<div style='border: black dashed 1px;padding: 15px;'>\n<h3>Renault agrees to reduce Nissan stake in historic shift &#8212; Automotive News Europe<\/h3>\n<p>Renault agrees to reduce Nissan stake in historic shift.<\/p>\n<p>Posted: Mon, 30 Jan 2023 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiWGh0dHBzOi8vZXVyb3BlLmF1dG9uZXdzLmNvbS9hdXRvbWFrZXJzL3JlbmF1bHQtYWdyZWVzLXJlZHVjZS1uaXNzYW4tc3Rha2UtaGlzdG9yaWMtc2hpZnTSAQA?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>If the investors\u2019 beliefs and risk aversion remain unchanged over time, the portfolio\u2019s risk exposure should be rebalanced back to its original level and should fully offset the variations induced by asset price movements (see Guiso and Sodini 2013, p. 1475). However, if a household pursues a certain investment goal that it wants to reach with a certain probability, e.g., having a certain amount of wealth when entering retirement, such a rebalancing strategy may be unsuitable. Instead, a utility-maximizing strategy would consider the aim and the probability to reach this aim and treat the probability of failing as risk .<\/p>\n<\/p>\n<p><p>Replicas are only allocated once nodes with node.attr.zone set to zone2 are available. To prevent a single location from being overloaded in the event of a failure, you can set cluster.routing.allocation.awareness.force so no replicas are allocated until nodes are available in another location. With this example configuration, if you start two nodes withnode.attr.rack_id set to rack_one and create an index with 5 primary shards and 1 replica of each primary, all primaries and replicas are allocated across the two nodes. For example, if you want Elasticsearch to distribute shards across different racks, you might set an awareness attribute called rack_id in each node\u2019s elasticsearch.ymlconfig file. The number of attribute values determines how many shard copies are allocated in each location. If the number of nodes in each location is unbalanced and there are a lot of replicas, replica shards might be left unassigned.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Because I started last summer with Canada Life, I moved my funds and am pleasantly surprised at how my portfolio has performed. The auto rebalancing and exceptional fund management is top notch! <a href=\"https:\/\/t.co\/VqiayNvURn\">https:\/\/t.co\/VqiayNvURn<\/a><\/p>\n<p>&mdash; Stacey Clarke (@finpowermentca) <a href=\"https:\/\/twitter.com\/finpowermentca\/status\/1635757119290118145?ref_src=twsrc%5Etfw\">March 14, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>One of the most common areas investors look to rebalance are the allocations within their retirement accounts. Asset performance impacts the overall value, and many investors prefer to invest more aggressively at younger ages and more conservatively as they approach retirement age. Costs of rebalancing can include transaction fees, inadvertent exposure to higher risk, and selling assets as they are increasing in value. The Charles Schwab Corporation provides a full range of brokerage, banking and financial advisory services through its operating subsidiaries. Its broker-dealer subsidiary, Charles Schwab &#038; Co., Inc. , offers investment services and products, including Schwab brokerage accounts. Its banking subsidiary, Charles Schwab Bank, SSB , provides deposit and lending services and products.<\/p>\n<\/p>\n<p><p>The system will place a spot Limit IOC (Immediate-Or-Cancel) order at the current market price. However, when the IOC order fails to execute, a Market order will be placed instead. For more details on how IOC order works, please refer to What Are Maker Order, Time in Force Order, and Iceberg Order.<\/p>\n<\/p>\n<ul>\n<li>Rebalancing automation helps with the process, but automated rebalancing reinvents the process and makes efficient fundamental changes possible for value proposition and scalability.<\/li>\n<li>To manage all aspects of your OpenSearch operation, you can use Opster\u2019s Management Console .<\/li>\n<li>Since rebalancing, in general, would not have enhanced the Sharpe ratios at a statistically significant level before transaction costs, it is clear that the rebalancing strategies would have had no positive effect after transaction costs.<\/li>\n<li>In my case, I prefer keeping it monthly or often based on market conditions.<\/li>\n<li>First, this is, to the best of our knowledge, the first study that applies fixed-weight asset strategies on real households\u2019 asset mixes instead of simulating a number of hypothetical asset mixes.<\/li>\n<\/ul>\n<p><p>Eventually, too much of your retirement account balance might be made up of stocks, which doesn\u2019t align with your goals. Three years after Karen invested her money in three ETH different asset classes, gains in the stock market increased the value of her stock funds 22%. During the same period, the value of her bond funds grew 9% and her money market fund value was up 4%.<\/p>\n<\/p>\n<p><p>Consequently, robo-advisers\u2019 rebalancing reflects a fixed-weight asset strategy, which is also pursued by some multi-asset funds. The adjusted Sharpe ratio incorporates a penalty factor for negative skewness and excess kurtosis. Say the stock market gains over the past three years have swollen the stocks portion of your portfolio. If the current level is too high for your risk tolerance, you can return to your original allocation.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Not available right now, but next month our custom auto rebalancing funds will be released!<\/p>\n<p>&mdash; Kassandra DAO?  Coming to Polygon soon! (@dao_kassandra) <a href=\"https:\/\/twitter.com\/dao_kassandra\/status\/1636509956097835009?ref_src=twsrc%5Etfw\">March 16, 2023<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\n<p><p>Any person who commits capital with the expectation of financial returns is an investor. Common investment vehicles include stocks, bonds, commodities, and <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a> mutual funds. Rebalancing refers to the process of returning the values of a portfolio&#8217;s asset allocations to the levels defined by an investment plan.<\/p>\n<\/p>\n<div style='border: grey dashed 1px;padding: 14px;'>\n<h3>Don\u2019t Forget to Make This Smart Investing Move Before the End of the Year &#8212; Money<\/h3>\n<p>Don\u2019t Forget to Make This Smart Investing Move Before the End of the Year.<\/p>\n<p>Posted: Thu, 15 Dec 2022 08:00:00 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMiMmh0dHBzOi8vbW9uZXkuY29tL2ludmVzdGluZy1tb3ZlLXRvLW1ha2Utbm93LTIwMjIv0gE7aHR0cHM6Ly9tb25leS5jb20vaW52ZXN0aW5nLW1vdmUtdG8tbWFrZS1ub3ctMjAyMi8_YW1wPXRydWU?oc=5' rel=\"nofollow\">source<\/a>]<\/p>\n<\/div>\n<p><p>E.g. if you have more stocks in your asset mix than you\u2019d like you can sell some stocks and buy bonds instead. Vanguard Personal Advisor Services, on the other hand, offers you the ability to change your asset allocation. In fact, Vanguard Personal Advisor Services features automatic rebalancing in addition to a human advisor that intervenes when necessary. One of the main goals when building a diversified HSA investment portfolio using mutual funds is to have the lowest feasible expense ratio.<\/p>\n<\/p>\n<p><a href=\"https:\/\/www.beaxy.com\/exchange\/btc-usd\/\"><img 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alt='bitstousd' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>An excellent example of a unique situation is when a client calls and wants $1 million transferred the following week. The analytics quality will not make a difference if the data is not useful. This means any automated workflow must have a process for handling issues with the integrity of the data. This generally means the affected accounts must be suspended until the problems with the data are resolved. This requires using the traditional process to generate the trades manually.<\/p>\n<\/p>\n<ul>\n<li>Therefore, a portfolio&#8217;s percentage of equity-related assets should be assessed as market conditions change.<\/li>\n<li>Hilliard and Hilliard analyze the performance of rebalancing strategies with stocks and a risk-free asset.<\/li>\n<li>She wasn\u2019t comfortable with a level of investment risk that high, so she decided to return her asset allocation to the original percentages.<\/li>\n<li>These resources are better spent handling your searches and indexing where possible.<\/li>\n<li>Portfolio Rebalancing is the process of moving funds between different investments to maintain the right balance for achieving financial goals.<\/li>\n<\/ul>\n<p><p>The Sharpe ratio gains and adjusted Sharpe ratio gains induced by rebalancing strategies in portfolios without investments in real estate funds and articles of great value are presented in Table10. Compared to the full sample, the portfolios in this subsample would have benefited slightly more from rebalancing. However, the Sharpe ratio gains are hardly economically significant although they are statistically significant for some strategies. This means that the overall results are not primarily driven by the performance of the real estate funds and articles of great value benchmarks but, instead, also hold for households not investing in these asset classes. The households were surveyed by Deutsche Bundesbank in the period from September 14, 2010, to July 15, 2011.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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The remaining households<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[27],"tags":[],"_links":{"self":[{"href":"http:\/\/milcom.am\/index.php?rest_route=\/wp\/v2\/posts\/1346"}],"collection":[{"href":"http:\/\/milcom.am\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"http:\/\/milcom.am\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"http:\/\/milcom.am\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"http:\/\/milcom.am\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1346"}],"version-history":[{"count":1,"href":"http:\/\/milcom.am\/index.php?rest_route=\/wp\/v2\/posts\/1346\/revisions"}],"predecessor-version":[{"id":1347,"href":"http:\/\/milcom.am\/index.php?rest_route=\/wp\/v2\/posts\/1346\/revisions\/1347"}],"wp:attachment":[{"href":"http:\/\/milcom.am\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1346"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"http:\/\/milcom.am\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1346"},{"taxonomy":"post_tag","embeddable":true,"href":"http:\/\/milcom.am\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1346"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}