{"id":1331,"date":"2022-05-19T16:25:36","date_gmt":"2022-05-19T16:25:36","guid":{"rendered":"https:\/\/uniquelines.co\/?p=1331"},"modified":"2023-03-04T19:38:20","modified_gmt":"2023-03-04T19:38:20","slug":"how-automatic-rebalancing-simplifies-portfolio","status":"publish","type":"post","link":"https:\/\/uniquelines.co\/?p=1331","title":{"rendered":"How automatic rebalancing simplifies portfolio management"},"content":{"rendered":"<p><img decoding=\"async\" class='wp-post-image' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"balance\"\/><\/p>\n<p><p>The most common rebalancing advice is to sell the investments you\u00e2\u20ac\u2122re overweight in and use that money to buy the investments you\u00e2\u20ac\u2122re underweight in, which will almost always be bonds. But a simpler method that may have lower transaction costs is to use any new contributions to your account to purchase the investments you need more of. Instead of moving toward the 40% bond and 60% stock asset allocation that might be recommended for someone planning to retire at age 65, you might move toward a 50\/50 allocation. 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<div style='border: grey dotted 1px;padding: 10px;'>\n<h3>Why This Wall Street Investor Says No Single Thing Is the &#8216;Perfect &#8230; &#8211; The Motley Fool<\/h3>\n<p>Why This Wall Street Investor Says No Single Thing Is the &#8216;Perfect &#8230;.<\/p>\n<p>Posted: Tue, 28 Feb 2023 14:00:13 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMihAFodHRwczovL3d3dy5mb29sLmNvbS90aGUtYXNjZW50L2J1eWluZy1zdG9ja3MvYXJ0aWNsZXMvd2h5LXRoaXMtd2FsbC1zdHJlZXQtaW52ZXN0b3Itc2F5cy1uby1zaW5nbGUtdGhpbmctaXMtdGhlLXBlcmZlY3QtaW52ZXN0bWVudC_SAQA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>If you find that you can&#8217;t stomach the ups and downs, it&#8217;s time to change your plan. Usually refers to common stock, which is an investment that represents part ownership in a corporation. Each share of stock is a proportional stake in the corporation&#8217;s assets and profits. Depending on what your investment goals are, not rebalancing your portfolio can see you incur significant losses that you might not be prepared for. It\u00e2\u20ac\u2122s important to constantly keep up with your portfolio and the status of your investments. Returns will fluctuate, as will their weighting in your portfolio.<\/p>\n<\/p>\n<p><h2>Betterment Review 2023<\/h2>\n<\/p>\n<p><p>You\u00e2\u20ac\u2122ll also want to think about whether the particular assets you\u00e2\u20ac\u2122ve inherited are things you would buy if you were picking out investments with your own money. And if you inherit cash, well, you can just use the money to purchase the stocks and bonds you want to create your ideal asset allocation. The objective of Schwab Intelligent Portfolios is to recommend a suitable allocation based on your goals and risk profile and keep that allocation consistent through rebalancing. It is not a strategy that uses tactical adjustments based on short-term market views to try to &#8220;beat the market&#8221; through market timing. Although other asset classes saw smaller weighting changes and might not have triggered a rebalance themselves, the proceeds from the sale of the bonds should be reinvested. This would be accomplished by iteratively buying shares of underweight asset classes, beginning with the most underweight.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"301px\" alt=\"offer automatic rebalancing\"\/><\/p>\n<p><p>The larger the  balance, typically the more capital that can be applied to stocks. As the account balance drops, more is allocated to money market funds or cash to protect it. The Constant Proportion Portfolio Insurance approach keeps a certain amount of the account in money market funds or cash, and then the rest is in stocks . This approach is useful if the investor wants to keep a certain amount of money easily assessable and safe. No changes are required until an asset has moved more than 5% from the desired allocation. For example, if stocks now account for 37% of the portfolio, some stock needs to be sold, and the underweight assets are purchased to bring the portfolio back to the desired allocation.<\/p>\n<\/p>\n<p><h2>Every Portfolio Needs a Review Every Once in a While<\/h2>\n<\/p>\n<p><p>Once the model is established, our robo-advisor can assess the need for rebalancing the investment allocations. In some cases, it might be more beneficial simply not to contribute any new funds to the asset class that is overweighted while continuing to contribute to other asset classes that are underweighted. Your portfolio will rebalance over time without you incurring capital gains taxes. The MATIC biggest risks to DIY portfolio rebalancing are not doing it at all and, if you\u00e2\u20ac\u2122re working with a taxable account, incurring taxes\u00e2\u20ac\u201despecially short-term capital gains taxes, which have a higher rate than long-term capital gains taxes. Any time you pay investment taxes, you\u00e2\u20ac\u2122re hurting your net returns.<\/p>\n<\/p>\n<p><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"305px\" alt=\"products\"\/><\/p>\n<p><p>Before making any <a href=\"https:\/\/www.beaxy.com\/\">https:\/\/www.beaxy.com\/<\/a>s, you may want to consult with a tax professional. Markets change, meaning your portfolio will need to change as well. Once you determine your financial objective, you can calibrate your portfolio accordingly. Founded in 1976, Bankrate has a long track record of helping people make smart financial choices. We\u00e2\u20ac\u2122ve maintained this reputation for over four decades by demystifying the financial decision-making process and giving people confidence in which actions to take next.<\/p>\n<\/p>\n<p><h2>Maximize everyday finances with high-yield bank accounts and tiered credit card rewards.<\/h2>\n<\/p>\n<p><p>Our asset allocation calculator helps you choose a portfolio that&#8217;s right for you when you answer a few easy questions. When investments are increasing in value, it can be emotionally challenging to sell them and buy something that isn&#8217;t performing as well. This is especially true when an investment has special meaning to an investor.<\/p>\n<\/p>\n<p><p>But since choosing an asset allocation is the precursor to portfolio rebalancing, let\u00e2\u20ac\u2122s talk about how you might allocate your portfolio at different key times in your life. You can use these apps for free; their providers are hoping you\u00e2\u20ac\u2122ll sign up for one of the company\u00e2\u20ac\u2122s paid services, such as portfolio management. Again, you\u00e2\u20ac\u2122ll have to provide these sites with the login details of your brokerage accounts to see your combined asset allocation. Next, compare the allocation of your holdings in each category to your target allocation. Diversification, asset allocation, and rebalancing strategies do not ensure a profit and do not protect against losses in declining markets. Most of all, investors who choose to rebalance on their own may lack discipline and disregard the process altogether, making their asset allocations consistently out of balance.<\/p>\n<\/p>\n<p><p>Over time, certain securities in your portfolio may earn more in returns or dividends while others earn less. Past performance and market conditions do not guarantee future results. There is no assurance that a particular investment mix or hypothetical performance shown will lead to actual investment results or performance. Diversification and asset allocation strategies do not guarantee low volatility, profit or protection against loss. There is no guarantee that you will achieve your goal within your time horizon, or over a longer time period by using Automated Investor.<\/p>\n<\/p>\n<p><p>Some investors rebalance once per year, some rebalance quarterly, while others rebalance only when the portfolio deviates from the original portfolio allocation by a certain amount or percentage. Consider a stock investor who has a portfolio of stocks, with 5% of their capital allocated to each stock. Assume that over multiple years, one stock does very well, performing better than the other stocks in the portfolio. Over the course of five years, that stock now accounts for 30% of the total portfolio. While these Intelligent Portfolios are monitored daily, in the typical market environment clients should only expect a few rebalancing events every year, whenever an asset class drifts just far enough from its intended target.<\/p>\n<\/p>\n<p><h2>M1 Borrow Lowers Minimum &#038; Offers 0% APY Loans<\/h2>\n<\/p>\n<p><p>Set a date for when you will review your portfolio to see if it needs to be rebalanced. If paying commissions, they could hold off on adding to an asset\/position until there is a meaningful amount of capital to do so. You could avoid a situation GMT where you buy \u00c2\u00a3100 worth of stock and pay a \u00c2\u00a310 commission, for example, and instead, save up until the commission is small compared to the amount of asset purchased. Morningstar\u00e2\u20ac\u2122s Total Rebalance Expert platform gives financial pros the tools they need to rebalance portfolios on behalf of their customers. And, our custom stock tickers offer yet another way to track nearly any stock, ETF, or mutual fund.<\/p>\n<\/p>\n<p><p>Your weighting should then change to a lower amount to accommodate. Our goal is to give you the best advice to help you make smart personal finance decisions. We follow strict guidelines to ensure that our editorial content is not influenced by advertisers. Our editorial team receives no direct compensation from advertisers, and our content is thoroughly fact-checked to ensure accuracy. So, whether you\u00e2\u20ac\u2122re reading an article or a review, you can trust that you\u00e2\u20ac\u2122re getting credible and dependable information.<\/p>\n<\/p>\n<div itemScope itemProp=\"mainEntity\" itemType=\"https:\/\/schema.org\/Question\">\n<div itemProp=\"name\">\n<h2>Is rebalancing better than holding?<\/h2>\n<\/div>\n<div itemScope itemProp=\"acceptedAnswer\" itemType=\"https:\/\/schema.org\/Answer\">\n<div itemProp=\"text\">\n<p>The constant-mix rebalancing strategy outperforms buy-and-hold during these up and down moves. Constant-mix rebalances during market volatility, buying on the dips as well as selling on the rallies.<\/p>\n<\/div><\/div>\n<\/div>\n<p><p>Rebalancing automation helps with the process, but automated rebalancing reinvents the process and makes efficient fundamental changes possible for value proposition and scalability. Sometimes, the robot will need help, usually for entirely different challenges than humans require. 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.<\/p>\n<\/p>\n<div style=\"display: flex;justify-content: center;\">\n<blockquote class=\"twitter-tweet\">\n<p lang=\"en\" dir=\"ltr\">Is the allegation here really that his portfolio shifting into stocks during one of the worst performing weeks for stocks in recent history, suggests corruption? If anything, the timing supports the Fed\u00e2\u20ac\u2122s statement that this was an automatic rebalancing. <a href=\"https:\/\/t.co\/wteuvVsB0m\">https:\/\/t.co\/wteuvVsB0m<\/a><\/p>\n<p>&mdash; Eddy Gonzalez (@Pfardentrott) <a href=\"https:\/\/twitter.com\/Pfardentrott\/status\/1444324085857759235?ref_src=twsrc%5Etfw\">October 2, 2021<\/a><\/p><\/blockquote>\n<p><script async src=\"https:\/\/platform.twitter.com\/widgets.js\" charset=\"utf-8\"><\/script><\/div>\n<\/p>\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. In an unpublished part of the analysis, we find that none of the households could improve its portfolio performance if annual fees exceed .4% of the portfolio value.<\/p>\n<\/p>\n<div style='border: grey solid 1px;padding: 14px;'>\n<h3>Retail Financial Innovation and Stock Market Dynamics: The Case of &#8230; &#8211; The Harvard Law School Forum on Corporate Governance<\/h3>\n<p>Retail Financial Innovation and Stock Market Dynamics: The Case of &#8230;.<\/p>\n<p>Posted: Tue, 21 Feb 2023 14:46:11 GMT [<a href='https:\/\/news.google.com\/rss\/articles\/CBMif2h0dHBzOi8vY29ycGdvdi5sYXcuaGFydmFyZC5lZHUvMjAyMy8wMi8yMS9yZXRhaWwtZmluYW5jaWFsLWlubm92YXRpb24tYW5kLXN0b2NrLW1hcmtldC1keW5hbWljcy10aGUtY2FzZS1vZi10YXJnZXQtZGF0ZS1mdW5kcy_SAQA?oc=5' rel=\"nofollow\">source<\/a>]\n<\/div>\n<p><p>Digital <a href=\"https:\/\/www.beaxy.com\/blog\/auto-rebalanced-crypto-portfolio-indexes\/\">automatic portfolio rebalancing<\/a>s are not subject to FDIC insurance or SIPC protections. Cash deposits held at WebBank are eligible for FDIC insurance, subject to the standard maximum deposit insurance amount per capacity pursuant to FDIC regulations (currently $250,000 for all accounts in a given capacity). CMC Markets does not endorse or offer opinion on the trading strategies used by the author.<\/p>\n<\/p>\n<ul>\n<li>Robo-advisors commonly offer an automatic rebalance feature, taking the pressure off you and helping you sleep better at night.<\/li>\n<li>Automatically open and close positions to rebalance your entire portfolio based on new allocation percentages that you enter.<\/li>\n<li>Perhaps one of the most beneficial aspects of auto rebalancing is sheer convenience.<\/li>\n<li>On the other hand, households that initially invested a higher percentage of their portfolio in articles of great value would have suffered from rebalancing.<\/li>\n<li>Then we\u00e2\u20ac\u2122ll assign a model for your portfolio, made up of eight asset classes.<\/li>\n<\/ul>\n<p><p>Having a balanced portfolio ensures your asset allocation is still on track for your investment goals. If you&#8217;re more of a hands-off investor, then automatic rebalancing is an excellent feature to have because it does the work for you. In our hypothetical example above, reallocating the profit from the real estate fund allows you to increase the holdings in your core fund, the equity index fund .<\/p>\n<\/p>\n<p><a href=\"bxy coin\"><img src='data:image\/jpeg;base64,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' alt='https:\/\/www.beaxy.com\/' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='404px'\/><\/a><\/p>\n<p><p>Conversely, the bond fund suffered, realizing a loss of 5%, but the Treasury fund realized a modest increase of 4%. The seemingly free advice offered by some bank and brokerage employees and services may be compensated with commissions on the investments you purchase, which creates a conflict of interest that may dissuade them from recommending your best options. One thing that might complicate this process is if the bond mutual fund you want to purchase additional shares of has a minimum investment that\u00e2\u20ac\u2122s higher than $500. If that happens, you could purchase shares of a nearly identical bond ETF that doesn\u00e2\u20ac\u2122t have any investment minimum. Perhaps you\u00e2\u20ac\u2122re going to withdraw 4% of your portfolio balance in year one and adjust that dollar amount by the inflation rate in each following year.<\/p>\n<\/p>\n<ul>\n<li>At this stage, it is imperative for the client to rebalance his portfolio to his original asset allocation of 40% Equities and 60% Debt.<\/li>\n<li>Generally, it\u00e2\u20ac\u2122s advisable to check your portfolio every six months or so and only intervene if your asset allocation has deviated significantly from where it should be and basically left you with an unacceptable risk\/return profile.<\/li>\n<li>Do you know of any that will let you pick the ETFs and percentage allocation and then will finish all the trades for you ?<\/li>\n<li>At Bankrate we strive to help you make smarter financial decisions.<\/li>\n<li>Consequently, the performance of these strategies is highly path dependent (see, e.g., Dichtl et al. 2016).<\/li>\n<\/ul>\n","protected":false},"excerpt":{"rendered":"<p>The most common rebalancing advice is to sell the investments you\u00e2\u20ac\u2122re overweight in and use that money to buy the investments you\u00e2\u20ac\u2122re underweight in, which will almost always be bonds. But a simpler method that may have lower transaction costs is to use any new contributions to your account to purchase the investments you need [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"open","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"_monsterinsights_skip_tracking":false,"_monsterinsights_sitenote_active":false,"_monsterinsights_sitenote_note":"","_monsterinsights_sitenote_category":0,"footnotes":""},"categories":[31],"tags":[],"class_list":["post-1331","post","type-post","status-publish","format-standard","hentry","category-crypto-news"],"aioseo_notices":[],"_links":{"self":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1331","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts"}],"about":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/types\/post"}],"author":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/users\/1"}],"replies":[{"embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcomments&post=1331"}],"version-history":[{"count":1,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1331\/revisions"}],"predecessor-version":[{"id":1332,"href":"https:\/\/uniquelines.co\/index.php?rest_route=\/wp\/v2\/posts\/1331\/revisions\/1332"}],"wp:attachment":[{"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fmedia&parent=1331"}],"wp:term":[{"taxonomy":"category","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Fcategories&post=1331"},{"taxonomy":"post_tag","embeddable":true,"href":"https:\/\/uniquelines.co\/index.php?rest_route=%2Fwp%2Fv2%2Ftags&post=1331"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}