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	<title>HTDBouw &#187; Forex ENG</title>
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		<title>Trading Psychology: Definition, Examples, Importance in Investing</title>
		<link>http://htdbouw.nl/forex-eng/trading-psychology-definition-examples-importance/</link>
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		<pubDate>Wed, 27 Oct 2021 16:41:50 +0000</pubDate>
		<dc:creator>Martin</dc:creator>
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		<description><![CDATA[<p>Emotional biases are deviations from rationality arising from feelings, moods, perceptions, or beliefs. These include herding behavior, loss aversion bias and the emotional impacts of fear and greed, among others. Both categories of biases can result in irrational judgements and errors in decision making. This means you are trading in the moment and not trying to outsmart or predict what&#160;<a href="http://htdbouw.nl/forex-eng/trading-psychology-definition-examples-importance/" class="read-more">Continue Reading</a></p><p>The post <a href="http://htdbouw.nl/forex-eng/trading-psychology-definition-examples-importance/">Trading Psychology: Definition, Examples, Importance in Investing</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></description>
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" width="609px" alt="what is trading psychology"/></p>
<p>
<p>Emotional biases are deviations from rationality arising from feelings, moods, perceptions, or beliefs. These include herding behavior, loss aversion bias and the emotional impacts of fear and greed, among others. Both categories of biases can result in irrational judgements and errors in decision making.</p>
</p>
<p>
<ol>
<li>This means you are trading in the moment and not trying to outsmart or predict what the market will do next.</li>
<li>This herd mentality can result in entering positions at the wrong time or exiting prematurely, as emotions drive decisions rather than rational judgment.</li>
<li>In this article, we will cover exactly what is trading psychology, how important it is to develop a strong trading psyche, and how to avoid the downfalls of emotional trading.</li>
<li>Trading psychology is important as it directly influences a trader&#8217;s decision-making process,discipline, risk management, and overall performance.</li>
<li>While this behavior affects their success and performance in the markets, traders use it to overcome biased and irrational trading decisions.</li>
<li>Trading and investment psychology as well as behavioral finance have evolved over the years, driven by advances in psychology, economics, and technology.</li>
</ol>
<p>
<h2>Can Trading Psychology be affected by phobias?</h2>
</p>
<p>
<p>In order to be successful at trading, you have to be able to reset and take the next trade that fits your A+ criteria. Reviewing individual trades is critical, but even more important is the review of your equity curve. This allows you to take a bird’s eye view of your trading performance. To that point, if you plot your equity curve, you will see some of the same patterns that you see in price charts. The longer you play this game, the more you’ll realize that your analysis does not exist anywhere else but in your head.</p>
</p>
<p>
<p>Trading plans should also take into account individual factors that could affect your  trading discipline such as your emotions, biases and personality traits. If you make clear what your biases are before you start trading, you might be less inclined to act on them. Milan Cutkovic has over eight years of experience in trading and market analysis across forex, indices, commodities, and stocks. He <a href="https://www.day-trading.info/swissquote-trading-on-the-appstore/">‎swissquote trading on the app&nbsp;store</a> was one of the first traders accepted into the Axi Select program which identifies highly talented traders and assists them with professional development.</p>
</p>
<p>
<p>By addressing psychological barriers and developing a balanced mindset, traders can improve their ability to navigate market volatility, manage risk, and achieve long-term profitability. Trading psychology is important because it helps to recognize that emotional biases can influence a trader&#8217;s decision-making process. Also it helps traders develop and maintain the necessary discipline to avoid impulsive actions driven by emotions. Moreover, trading psychology enables traders to manage risk by controlling emotions, setting appropriate stop-loss levels, and maintaining proper position sizes. Part of trading psychology is understanding why individuals make irrational decisions in the market or <a href="https://www.forex-world.net/strategies/top-5-stop-loss-orders-strategies-for-futures/">top 5 stop loss orders strategies for futures trading</a> in other money matters.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='314' src='https://www.youtube.com/embed/6G2zDE1qyp8' frameborder='0' alt='what is trading psychology' allowfullscreen></iframe></div>
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<p>
<h2>Strategies to Improve Trading Psychology</h2>
</p>
<p>
<p>By gaining more knowledge about market conditions and trading strategies, you can better analyze price movements and make informed decisions accordingly. The psychology of trading is complex and takes time to fully master. In reality, many traders experience the negative effects of trading psychology more than the positive aspects.</p>
</p>
<p>
<h2>How does confirmation bias affect Trading Psychology?</h2>
</p>
<p>
<p>Trading psychology encompasses the cognitive and emotional factors that can influence a trader’s decision-making process in the markets. This could mean the ability to manage and mitigate emotions such as fear or overconfidence, which can impact trading outcomes, or developing a disciplined mindset to make more rational decisions. Neglecting trading psychology can lead to significant pitfalls in the world of trading. From my experiences, I’ve seen traders struggle with decision-making, resulting in unnecessary losses and missed opportunities.</p>
</p>
<p>
<p>Thus, to avoid falling into this vicious cycle, besides having a trading plan, a trader must remain disciplined. Ensure that each trade undertaken adheres to the rules or goals that have been outlined. Trading based on gut <a href="https://www.currency-trading.org/cryptocurrencies/start-your-own-brokerage-as-a-white-label/">start your own brokerage as a white label</a> feel without a sound risk trading plan is a mistake.</p>
</p>
<p><img 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" width="601px" alt="what is trading psychology"/></p>
<p>
<p>Although it gets most of the attention,  mastering technical and fundamental analysis is only part of the equation. Understanding trading psychology is a crucial skill that separates successful traders from the rest. Stress affect trading psychology as it has the potential to destabilize trading psychology, disrupting cognitive abilities, heightening emotional responses, and obscuring clear decision-making. To manage emotions in trading psychology is an important aspect of trading psychology.</p>
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<p>
<p>Shame over burning an account can also motivate traders into using reasonable&nbsp;position sizes&nbsp;even when greed is pushing them to bet the farm on each trade. For example, a trader who was happy about winning an SMA crossover&nbsp;trade will likely focus on SMAs over trying a different strategy. University of Bergen’s&nbsp;Hans-Rüdiger Pﬁster and Gisela Böhm&nbsp;argue that emotions are NOT external forces that disrupt an otherwise non-emotional process of making a decision. The system was good, but the attitudes and psychology with which the traders applied that system were not. That&#8217;s the underlying thesis of&nbsp;&#8221;Tradingpsychologie,&#8221;&nbsp;a 2012 German book on trading psychology.</p>
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<p>
<p>The only reason the market responds to your analysis is based on whether or not the other active traders who can influence the move of your stock are on the same page. At some point in your progress, you have to allow time and opportunity to work in your favor. But when it’s your hard earned money on the line, your first reaction is to analyze and correct. Yet, this type of behavior is what traps us as traders and never allows us to reach our full potential.</p>
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<p>
<p>Traders may also hold on to positions for too long in hopes of making more significant profits. Trade theory in psychology pertains to trait theory, which posits that personality variations among individuals are due to fundamental traits characterized by their strength and intensity. This theoretical approach emphasizes the assessment of regular patterns in behavior, cognition, and emotional response. By doing so, they circumvent impulsive betting behaviors and function with the rigor of a self-disciplined trader. Sleep deprivation is known to foster a negative bias in memory retention, which can skew a trader’s perspective. This highlights how crucial good quality sleep is for preserving mental balance within the field of trading.</p>
</p>
<p>
<div style='text-align:center'><iframe width='568' height='311' src='https://www.youtube.com/embed/xoGOZD7-3gY' frameborder='0' alt='what is trading psychology' allowfullscreen></iframe></div></p>
<p>The post <a href="http://htdbouw.nl/forex-eng/trading-psychology-definition-examples-importance/">Trading Psychology: Definition, Examples, Importance in Investing</a> appeared first on <a href="http://htdbouw.nl">HTDBouw</a>.</p>]]></content:encoded>
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