<?xml version="1.0" encoding="UTF-8"?><rss version="2.0"
	xmlns:content="http://purl.org/rss/1.0/modules/content/"
	xmlns:wfw="http://wellformedweb.org/CommentAPI/"
	xmlns:dc="http://purl.org/dc/elements/1.1/"
	xmlns:atom="http://www.w3.org/2005/Atom"
	xmlns:sy="http://purl.org/rss/1.0/modules/syndication/"
	xmlns:slash="http://purl.org/rss/1.0/modules/slash/"
	>

<channel>
	<title>Arhive Best Brokers For 2026 - GreenCube</title>
	<atom:link href="https://www.gcube.ro/category/best-brokers-for-2026-3/feed/" rel="self" type="application/rss+xml" />
	<link>https://www.gcube.ro/category/best-brokers-for-2026-3/</link>
	<description></description>
	<lastBuildDate>Tue, 03 Mar 2026 18:58:22 +0000</lastBuildDate>
	<language>ro-RO</language>
	<sy:updatePeriod>
	hourly	</sy:updatePeriod>
	<sy:updateFrequency>
	1	</sy:updateFrequency>
	<generator>https://wordpress.org/?v=6.9.4</generator>
	<item>
		<title>Why Deutsche Bank Db Is A Top Value Stock For The Long-term February 6, 2026</title>
		<link>https://www.gcube.ro/2026/03/03/why-deutsche-bank-db-is-a-top-value-stock-for-the/</link>
					<comments>https://www.gcube.ro/2026/03/03/why-deutsche-bank-db-is-a-top-value-stock-for-the/#respond</comments>
		
		<dc:creator><![CDATA[adriana]]></dc:creator>
		<pubDate>Tue, 03 Mar 2026 15:11:05 +0000</pubDate>
				<category><![CDATA[Best Brokers For 2026]]></category>
		<guid isPermaLink="false">https://www.gcube.ro/?p=29160</guid>

					<description><![CDATA[<p>Content Zacks Mobile App Why Dividend-growth Stocks Aren’t Just For Income Investors Kiplinger Invest For Retirement Know Your Time Horizon How Style Scores Work With The Zacks Rank New Wide-moat Stocks To Consider It also boasts one of the longest dividend-increase streaks in the U.S. market, a signal of its long-term orientation and reliable cash...</p>
<p>Articolul <a href="https://www.gcube.ro/2026/03/03/why-deutsche-bank-db-is-a-top-value-stock-for-the/">Why Deutsche Bank Db Is A Top Value Stock For The Long-term February 6, 2026</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div id="toc" style="background: #f9f9f9;border: 1px solid #aaa;display: table;margin-bottom: 1em;padding: 1em;width: 350px;">
<p class="toctitle" style="font-weight: 700;text-align: center;">Content</p>
<ul class="toc_list">
<li><a href="#toc-1">Zacks Mobile App</a></li>
<li><a href="#toc-2">Why Dividend-growth Stocks Aren’t Just For Income Investors</a></li>
<li><a href="#toc-3">Kiplinger Invest For Retirement</a></li>
<li><a href="#toc-4">Know Your Time Horizon</a></li>
<li><a href="#toc-5">How Style Scores Work With The Zacks Rank</a></li>
<li><a href="#toc-6">New Wide-moat Stocks To Consider</a></li>
</ul>
</div>
<p>It also boasts one of the longest dividend-increase streaks in the U.S. market, a signal of its long-term orientation and reliable cash flow. The company has a vast manufacturing and distribution footprint in North America and beyond, which gives it deep experience, scale, and reach in the automotive business. Growth is steady rather than spectacular, but the company’s global scale, adaptable product mix, and strong cash generation make it a reliable compounder.</p>
<ul>
<li>And even though the stock is up nearly 50% this year, it trades at a low P/E ratio of 15.</li>
<li>Value stocks also tend to come from mature companies that pay out at least some of their earnings as dividends.</li>
<li>Zimmer also aims to accelerate growth through innovative products and improved execution.</li>
<li>Tradeweb stock is trading just below its fair value estimate of $118 per share.</li>
</ul>
<p>“Campbell’s remains committed to extracting inefficiencies from its supply chain and distribution network, optimizing direct-to-store routes, and investing in automation,” she adds. We think Campbell’s strategy is sound, observes Morningstar director Erin Lash, who expects to see more gains from the company in the future. The company earns a Morningstar Economic Moat Rating of wide thanks to its cost advantages and brands, which include its namesake brand, Pace, Prego, and Swanson, among others. “As the artificial intelligence arms race and buildout boom accelerated this year, Morningstar’s equity research team has incorporated these faster growth rates into its forecasts and increased valuations where warranted.</p>
<div style="text-align:center"><iframe width="569" height="314" src="https://www.youtube.com/embed/DFcN1_-R3J8" frameborder="0" alt="long term value investing stocks" allowfullscreen></iframe></div>
<h2 id="toc-0">Why 2026 Is Gearing Up For An Unprecedented Economic Run</h2>
<div style="text-align:center"><iframe width="560" height="313" src="https://www.youtube.com/embed/6sUvcWpPvFE" frameborder="0" alt="long term value investing stocks" allowfullscreen></iframe></div>
<p>Fundamental analysis looks at intrinsic factors to determine a company&#8217;s value, as opposed to its current price or market trends. Ladan Hosseinzadeh Sadeghi notes that identifying these growth corridors early is critical for achieving outsized returns while managing downside risk. Another unlikely candidate for a list of the best value stocks to buy, Cisco stock is 17% undervalued relative to our US$56 fair value estimate. The only mid-cap stock on our list of cheap value stocks, Northern Trust stock is 19% undervalued relative to our fair value estimate. The second drugmaker on our best value stocks to buy list, Gilead Sciences stock is 19% undervalued relative to our fair value estimate of US$97.</p>
<div style="text-align:center"><iframe width="565" height="310" src="https://www.youtube.com/embed/bbnDjbCqW7I" frameborder="0" alt="long term value investing stocks" allowfullscreen></iframe></div>
<h3 id="toc-1">Zacks Mobile App</h3>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpeg;base64,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" width="308px" alt="long term value investing stocks"/></p>
<p>They’re the companies shaping our daily lives, creating steady profits, and rewarding investors who give them time to compound. We sell different types of products and services to both investment professionals and individual investors. Of course, there are many other criteria investors can use to find value stocks to buy for the long term. Value stocks are often (but not always) found in more established industries with less robust growth prospects. Danaher stock trades at a 22% discount to our fair value estimate of $270 per share. The company’s acquisition-focused strategy has contributed to it becoming a top-five player in the highly fragmented and relatively sticky life science and diagnostic tool markets.</p>
<ul>
<li>Rounding out our best value stocks to buy for the long term is a newcomer to the list, United Parcel Service.</li>
<li>Within the range of outcomes, individual experiences can be quite different, underscoring the varied nature of potential investment outcomes.</li>
<li>It is also building its automotive technology stack and connected services, which could add recurring revenue over time.</li>
<li>Treasurys, agency mortgage-backed securities and investment-grade corporate bonds.</li>
<li>Toronto-Dominion Bank stock trades 17% below our fair value estimate of US$66 per share.</li>
</ul>
<h2 id="toc-2">Why Dividend-growth Stocks Aren’t Just For Income Investors</h2>
<div style="display: flex;justify-content: center;"><iframe width="602" height="458" src="https://maps.google.com/maps?q=&#038;t=&#038;z=15&#038;ie=UTF8&#038;iwloc=&#038;output=embed"></iframe></div>
<p>Moreover, Schwab&#8217;s most recent return on equity was 21%, up seven percentage points year over year and indicating steadiness in its earnings power. SCHW meets all the best criteria for a long-term investment value strategy. That&#8217;s because it spends just about half its free cash flow on dividends and buybacks. Like Apple, however, MSFT stock is no cheap on a a historical basis. Moreover, it pays a dividend and spends most of its FCF on share buybacks.</p>
<p><img decoding="async" class="aligncenter" style="display: block;margin-left:auto;margin-right:auto;" src="data:image/jpg;base64,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" width="303px" alt="long term value investing stocks"/></p>
<h3 id="toc-3">Kiplinger Invest For Retirement</h3>
<p>Second, the organic growth of AI, the Internet of Things, and high-performance computing applications may last for decades. Like all foundries, it assumes the costs and capital expenditures of running factories amid a highly cyclical market for its customers. Morningstar analyst Michael Miller sees a long runway of growth ahead of Tradeweb as the transition to electronic trading networks continues. Tradeweb Markets operates one of the leading platforms for the electronic trading of fixed-income products and derivatives. Future growth may now be limited by a higher base and Ferrari’s number-one goal of maintaining exclusivity. Morningstar director Sean Dunlop argues that CoStar has strong competitive positioning that will allow the firm to extend its long growth runway.</p>
<ul>
<li>For example, analysts expect Chevron to make $8.13 per share in fiscal 2026, which has the energy stock trading at 18.7 times forward earnings.</li>
<li>This high price tag means that small-cap stocks may fall quickly during a tough spot in the market.</li>
<li>Target&#8217;s stock has fallen for a number of reasons, but its challenges are fixable.</li>
<li>Some of these initiatives revolve around areas like battery and EV investment, launching new long-range EV models, and emphasizing its “Ultium” platform.</li>
<li>Insights for advisers, wealth managers and other financial professionals.</li>
</ul>
<h3 id="toc-4">Know Your Time Horizon</h3>
<ul>
<li>The most significant source of quantitative data is financial statements.</li>
<li>The fund company charges a fee for this product, but it can be very low.</li>
<li>Moreover, it pays a dividend and spends most of its FCF on share buybacks.</li>
<li>Today, KO stock yields an attractive 2.9%, and investors can expect the dividend payout to keep increasing.</li>
</ul>
<p>U.S. government backing of Treasury or agency securities applies only to the underlying securities and does not prevent share-price fluctuations. The returns of our hypothetical portfolios are based on data for the appropriate market indexes as of December 31, 2025. VCMM asset-class forecasts—comprising distributions of expected returns, volatilities, and correlations—are key to the evaluation of potential downside risks, risk-return trade-offs, and the diversification benefits of various asset classes. Forecasts represent the distribution of geometric returns over different time horizons. Using a system of estimated equations, the model <a href="https://www.hellopeter.com/smartytrade">smartytrade review</a> then applies a Monte Carlo simulation method to project the estimated interrelationships among risk factors and asset classes as well as uncertainty and randomness over time. Those asset classes include U.S. and international equity markets, several maturities of the U.S.</p>
<h2 id="toc-5">How Style Scores Work With The Zacks Rank</h2>
<div style="border: grey dashed 1px;padding: 14px;">
<h3>Value vs. Growth &#8211; DWS Asset Management</h3>
<p>Value vs. Growth.</p>
<p>Posted: Wed, 27 Mar 2024 07:00:00 GMT <a href="https://news.google.com/rss/articles/CBMic0FVX3lxTE5iaXI4NGFyQzk1WGVtODc2NWJMdFlwaFVxcFZ6MVctVnYyTTVuSEZmS0ZuM01aSDBfQ3d6a09ITElsSjNVZVE5NmJBV3UxbkRlV3FVMk84eVBHaGJkNENrWmNsNmZiY0ozTjcxc3ZxVUROcWM?oc=5" rel="nofollow">source</a></p>
</div>
<p>The chart and table below reflect our outlooks for the annualized 10- and 30-year performance (total returns and volatility levels) of broad asset classes based on an December 31, 2025, running of the Vanguard Capital Markets Model (VCMM). Our model anticipates annualized returns of about 3.9% to 5.9% over the next 10 years. The monthly returns are then compounded to arrive at the annual return. These returns cover a period from January 1, 1988 through January 5, 2026.</p>
<h3 id="toc-6">New Wide-moat Stocks To Consider</h3>
<div style="text-align:center"><iframe width="560" height="317" src="https://www.youtube.com/embed/mT1fle9HT7o" frameborder="0" alt="long term value investing stocks" allowfullscreen></iframe></div>
<p>Taiwan Semiconductor (TSM +2.61%) is enjoying growth fueled by AI today, but it services several tech industries and has tailwinds from all kinds of innovation. It continues to report high growth in both segments, with increasing active customer counts and high profitability. MercadoLibre (MELI +1.57%) has massive e-commerce and fintech businesses in Latin America.</p>
<ul>
<li>By focusing on fundamentals, data-driven strategy, and long-term value creation, investors can continue to build resilient portfolios despite macroeconomic uncertainty.</li>
<li>Financial ratios generated from financial reports and government industry and economic reports are used to assess a company.</li>
<li>However, the banking turmoil is presenting an opportunity for the firm&#8217;s wealth business as clients leave troubled financial institutions.</li>
</ul>
<p>Articolul <a href="https://www.gcube.ro/2026/03/03/why-deutsche-bank-db-is-a-top-value-stock-for-the/">Why Deutsche Bank Db Is A Top Value Stock For The Long-term February 6, 2026</a> apare prima dată în <a href="https://www.gcube.ro">GreenCube</a>.</p>
]]></content:encoded>
					
					<wfw:commentRss>https://www.gcube.ro/2026/03/03/why-deutsche-bank-db-is-a-top-value-stock-for-the/feed/</wfw:commentRss>
			<slash:comments>0</slash:comments>
		
		
			</item>
	</channel>
</rss>
