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Congruence definition in forex

Congruence definition in forexThe embracing and creation of balance, alignment, integration and transformation as key anchors to the understanding and reframing of who we are, how we think, when we act and what context drives our personal and professional development, versus the compartmentalised contents and processes that drive surviving in corporations. Congruence building as an approach to personal, organisational, and business systems development is achieved through: - clarity about who we are and what we do. - an ability to effectively collaborate with one another. - an awareness of the complements in our lives that create effective anchors for risking the development of change. - an acceptance for creativity and change. - an embracing of personal and professional choices that creates codependency and the desire to make life and work simple. - an ability to understand and embrace complexity, which enriches and challenges us to go beyond the known and conscious to the unknown and unconscious to bridge the past, present and future to be fully present in our personal and professional lives. When organisations follow the direction that allows connectivity to the entrepreneurship that created them, and to their responsibility to their partners - the people - we have congruence in our personal and professional lives, the seventh paradigm. Example. When organisations are trying to find a tool of internal alignment, which will lead to an inside out effort and contribution, the congruence development method helps them identify their core capacity that can inspire the emergence into a given market. The congruence model can be used to assess whether a company is ready to make a strategic move, or whether further reflection and alignment is required. 1 . . Convergence Divergence and Congruence CDC In the Forex Market. ? ? Welcome to ForexStrategyExpert! Let's make money! Our target is to provide free and useful FOREX trading knowledge to everyone, for a better wealthy society. Leave a comment below if you have a question for our experts. 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Definition of confluence. Examples of confluence in a Sentence. the Mississippi River's confluence with the Missouri River. a happy confluence of beautiful weather and spectacular scenery during our vacation. Recent Examples of confluence from the Web. These example sentences are selected automatically from various online news sources to reflect current usage of the word 'confluence.' Views expressed in the examples do not represent the opinion of Merriam-Webster or its editors. Send us feedback. The joining of rivers—as at Harpers Ferry, West Virginia, where the Shenandoah and Potomac Rivers flow together spectacularly—was the original meaning of confluence , and in its later meanings we still hear a strong echo of the physical merging of waters. So today we can speak of a confluence of events, a confluence of interests, a confluence of cultures, and so on, from which something important often emerges. Incongruence in Psychology: Definition & Overview. An error occurred trying to load this video.

Try refreshing the page, or contact customer support. You must create an account to continue watching. Register to view this lesson. As a member, you'll also get unlimited access to over 70,000 lessons in math, English, science, history, and more. Plus, get practice tests, quizzes, and personalized coaching to help you succeed. Already registered? Login here for access. You're on a roll. Keep up the good work!

Just checking in. Are you still watching? 0:35 What Is Incongruence? 1:00 Incongruence In Therapy 2:30 Incongruence in Communication 3:15 Incongruence of The Self 4:30 Lesson Summary. Want to watch this again later? Log in or sign up to add this lesson to a Custom Course. Recommended Lessons and Courses for You. When you were a little boy or girl, did you want to grow up to be a firefighter, a movie star or a ballet dancer? At some point you probably gave up that dream in favor of something more attainable (unless you currently are a firefighter, movie star or ballet dancer). When our dreams appear to be out of reach, the result is often frustration, stress and anxiety. Many people wind up abandoning their dreams, believing they are impossible to achieve. These individuals have learned the pain of incongruence . Carl Rogers introduced the concept of incongruence to psychology in the 1950s. Although general use of the word has come to mean inconsistent or incompatible, Rogers had a more specific definition in mind. He defined congruence as the matching of experience and awareness .

Incongruence was therefore lacking congruence, or having feelings not aligned with your actions . Incongruence in Therapy. Rogers is considered by many to be one of the founders of the humanistic school of thought. Humanistic psychology emphasizes the client and his or her desire to achieve goals. One of the basic principles or tenets of humanistic psychology is that human beings are intentional, aim at goals, are aware that they cause future events and seek meaning, value and creativity. Essentially, people seek to better themselves. Rogers wrote that the client's personal change is helped when the therapist is genuine with the client and is open with the feelings he or she has at the moment. Essentially, Rogers is saying that the therapist should be 'real' with the client and that if he or she is not, the client will sense it. Rogers calls this 'being congruent.' Incongruency is, therefore, using a mask or a facade with the client in an attempt to hide the therapist's true feelings. If there is congruency in the client-therapist relationship, each person knows where the other stands.

Likewise, when incongruence is present, each individual must resort to 'mind-reading' as the other is talking to understand the person's feelings and emotions (a poor form of communication). An example of incongruence between therapist and client would be the therapist maintaining a neutral smile after listening to something the client said that was particularly 'shocking.' Incongruence in Communication. Sometimes people say things that are contradictory to their non-verbal communication cues. The result is poor communication that leaves the listener wondering why the individual didn't say what he or she meant all along. When a person's words don't match what he or she is feeling or thinking, the communication is said to be incongruent. An example of this would be if someone who is so angry that he or she is red in the face, answers the question 'How are you?' with, 'Fine.' The person is obviously not fine, therefore his or her answer is clearly not the truth. The individual's words and actions are incongruent. Incongruence of the Self. One of Rogers' biggest contributions to psychology was his theory of self . He believed that every person has multiple selves that include the perceived self (how they see themselves) and the ideal self (how they would like to be). Rogers stated that to have the perceived self and the ideal self overlap perfectly represents a state of congruency.

Rogers also believed that a state of perfect congruency was an impossible ideal. Get FREE access risk-free for 30 days, just create an account. No obligation, cancel anytime. Select a subject to preview related courses: The practical side to the theory of self states that being in a condition of incongruence is uncomfortable; therefore each individual seeks to become more congruent. When the distance between the perceived self and the ideal self becomes too great, the person is more likely to experience stress and anxiety. As an individual's perceived self moves toward his or her ideal self -- meaning that he or she approaches congruency -- he or she will experience less stress and anxiety and more personal fulfillment. This is what humanistic psychologists refer to as self-actualization . Let's review. Carl Rogers introduced the concept of incongruence to psychology in the 1950s. He defined congruence as the matching of experience and awareness. Incongruence was therefore lacking congruence, or having feelings not aligned with your actions. Rogers is considered by many to be one of the founders of humanistic psychology , which emphasizes the client and his or her desire to achieve goals. In the therapeutic relationship, incongruency is using a mask or a facade with the client in an attempt to hide the therapist's true feelings. If there is congruency in the client-therapist relationship, each person knows where the other stands. In communication, sometimes people say things that are contradictory to their non-verbal communication cues.

The result is poor communication that leaves the listener wondering why the individual didn't say what he or she meant all along. When a person's words don't match what he or she is feeling or thinking, the communication is said to be incongruent. Finally, one of Rogers' biggest contributions to psychology was his theory of self . He believed that every person has multiple selves that include the perceived self (how they see themselves) and the ideal self (how they would like to be). Rogers stated that to have the perceived self and the ideal self overlap perfectly represents a state of congruency, but that this is an impossible ideal. Rather, self-actualization occurs when an individual's perceived self moves toward his or her ideal self, meaning that he or she approaches congruency. When you are done, you should be able to: Identify Carol Rogers' contributions to psychology State what incongruence in psychology is Explain the importance of congruency in humanistic psychology Recall the impact of incongruence on communication Describe how self-actualization is achieved. Congruent in Math: Definition & Examples. An error occurred trying to load this video. Try refreshing the page, or contact customer support. You must create an account to continue watching. Register to view this lesson. As a member, you'll also get unlimited access to over 70,000 lessons in math, English, science, history, and more. Plus, get practice tests, quizzes, and personalized coaching to help you succeed. Already registered?

Login here for access. You're on a roll. Keep up the good work! Just checking in. Are you still watching? 0:03 Congruent Defined 0:20 Congruency Symbol 0:34 Checking for Congruency 1:22 Examples 2:39 Lesson Summary. Want to watch this again later? Log in or sign up to add this lesson to a Custom Course. Recommended Lessons and Courses for You. Amy has a master's degree in secondary education and has taught math at a public charter high school. When two things are said to be congruent , it means that all of their measurements are identical. A square that has sides measuring 4 inches will be congruent to another square that also has 4-inch sides. Even if the other square is placed in a different place or flipped around, the two squares are still congruent to each other. In math, we have a special symbol to show congruency. If we call our squares 'Square A' and 'Square B', we can write that they are congruent using the congruency symbol, which is an equal sign with a squiggly on top. Checking for Congruency.

When you have two random objects that you want to check for congruency, just follow these easy steps: First, determine if the shapes are the same type. Are they both rectangles, circles, triangles, etc? The shapes don't have to be placed in the same way. The shapes can be rotated or flipped. If they are the same, then continue to the next step. If not, then the two shapes are not congruent and you can stop. Second, if the shapes are the same type, you now need to determine if they are the same size. Do they have the same height, length, width, etc? If all of their identifying measurements are identical, then your shapes are congruent. If their measurements are not the same, then the shapes are not congruent. Let's look at some examples to see how congruency works. Look at the two blue shapes. Are these congruent? Let's go through our two-step check for congruency.

Get FREE access risk-free for 30 days, just create an account. No obligation, cancel anytime. Select a subject to preview related courses: First, are these two shapes the same type? Well, the first looks like a sideways dome and the second looks like an upright dome. So, yes, they are the same type - they are both dome shapes. Second, do these have the same measurements? We need to measure the identifying measurements of the shape. For this dome shape, we need the height and the width. Let's take out a ruler and measure them. Measuring them, we see that yes indeed, their measurements are the same. So, we can say confidently that these two shapes are congruent. Let's try another example. What do you think of the two heart shapes? Are they congruent?

Let's go through our two-step check process before we answer. First, are these two shapes of the same type? They both look like hearts - so yes, they are of the same type. Next, are they the same size? Getting out our ruler, we start measuring the height of the first heart. When we measure the height of the second heart, we notice that it is smaller. Do we need to continue measuring the width? No, because we just realized that they are not the same size. Because they are not the same size, they are not congruent. For two shapes to be congruent , it means that all of their measurements are identical.

The symbol for congruency is an equal sign with a squiggly on top. The check for congruency is a two-step process involving checking for the same type of shape and then checking to see if they are the same size with the same measurements. If both steps yield a positive answer, then the two shapes are congruent. Executive share option plans and the company’s goal congruency. The relationship between management and shareholders is sometimes referred to as an agency relationship, in which managers act as agents for the shareholders, using delegated powers to run the affairs of the company in the shareholders’ best interests. There is a potential conflict of interest that is inherent in this situation, since shareholders will be best rewarded by efficient performance, while managers may prefer a life where they don’t have to work too intensively and in which they are rewarded by high salaries and perks. Other interest groups such as employees, suppliers, customers and the government may also have objectives that conflict with those of the shareholders. Goal congruence occurs when the goals of the different interest groups coincide with those of the company as a whole. There have been many attempts to change the way in which managers are remunerated so as to improve the achievement of goal congruence between the managers and the shareholders, and the provision of share options form one of these methods. In a share option scheme, selected employees can be given a number of share options, each of which gives the holder the right after a certain date to subscribe for shares in the company at a fixed price. The value of an option will increase if the company is successful and its share price goes up. The theory is that this will encourage managers to pursue high NPV strategies and investments, since they as shareholders will benefit personally from the increase in the share price that results from such investments. However, although share option schemes can contribute to the achievement of goal congruence, there are a number of reasons why the benefits may not be as great as might be expected, as follows. a. Managers are protected from the downside risk that is faced by shareholders. If the share price falls, they do not have to take up the shares and will still receive their standard remuneration, while shareholders will lose money.

b. Many other factors as well as the quality of the company’s performance influence share price movements. If the market is rising strongly, managers will still benefit from share options, even if performance has been worse than expected. Similarly, even though the company may have been very successful, the share price will fall if there is a downward stock market adjustment, and the managers will not be rewarded for their efforts in the way that was planned. c. The scheme may encourage management to adopt ‘creative accounting’ methods that will distort the reported performance of the company in the service of the managers’ ends. Congruence definition in forex. This site uses cookies to deliver our services and to show you relevant ads and job listings. By using our site, you acknowledge that you have read and understand our Cookie Policy, Privacy Policy, and our Terms of Service. Your use of Stack Overflow’s Products and Services, including the Stack Overflow Network, is subject to these policies and terms. Difference between congruence and similarity transformations.

I am trying to understand the difference between a "congruence" or "similarity" transformation for two $n times n$ matrices (which for the sake of simplicity, we'll assume are real). From what I can glean, a similarity transformation represents a change of basis from one orthogonal basis in $mathbf ^n$ to another. My understanding is that a congruence transformation is an isometry, and so, it seems it would represent some geometrical operation like a (rigid) rotation, reflection, etc which preserves angles ad distances (but not necessarily orientation). If someone can tell me if this is correct or correct any mistakes in my interpretation, I'd be most appreciative. 15: Peter Davies on Using Order Flow to Exploit Weaker Traders on the S&P500. by Cam | Jul 20, 2015 | This weeks interview is with Order Flow specialist Peter Davies. Peter hails from the UK but currently lives in Bangkok. He’s been trading the e-mini S&P500 since the mid-2000’s and is the owner of Jigsaw Trading (the No. 1 rated Trading Software on Investimonials. com). These days Peter splits his time between running Jigsaw Trading, helping other traders develop and trading the S&P500. In the show Peter reveals: What Order Flow is and how it works The two strategies he uses to day trade the S&P500 How “Permafaders” make his strategy work What he wasted 3.5 years of trading education on The steps you need to take to know if Order Flow is right for you. 36: How Andrew Mitchem Trades Forex Using Round Numbers, Candlestick Patterns & Trends. by Cam | Jun 14, 2016 | Fellow Kiwi trader, Andrew Mitchem, has been trading for the past 12 years after making the transition from dairy farmer to Forex trader when he became a stay at home Dad for his 3 year old son. He attended a trading course in New Zealand and immediately fell in love with it. He now trades daily and teaches people his trading methods at TheForexTradingCoach.

com. In the show Andrew reveals: His “home-grown” strategy to trade longer term timeframes 3 things most traders do wrong When to ignore Candlestick patterns His definition of round numbers in Forex. Non-transitive relations. Here, substitution doesn't work because there's no equivalence relation at all. If you take two real numbers $x$ and $y$, given that $x ne y$ and $x ne 7$, it would be a huge mistake to claim that $y ne 7$. Transitive relations. Let's add the transitivity. The subset inclusion relation $subset$ suits well. Knowing, for example, that. $$ lbrace x in mathbb colon -1 le x le 1 rbrace subset lbrace x in mathbb colon 1 + lvert x rvert. Given two entities $x$ and $y$ and a predicate $phi(u, alpha_1,dots,alpha_n)$, $$ x = y implies phi(x,alpha_1,dots,alpha_n) = phi(y,alpha_1,dots,alpha_n). $$ Can you recognise which entities are involved in this example? Which is the predicate?

Then, there is Leibniz's Law, which states that also the opposite implication holds for equality, giving the equivalence. $$ forall x.forall y. x = y iff phi(x,alpha_1,dots,alpha_n) = phi(y,alpha_1,dots,alpha_n). $$ Substitution without equality. If you take the relation. $$ x equiv 3 pmod quad x in mathbb $$ and thanks to the transitivity of the congruence relation, we can substitute $3$ by $9$, since they are congruent modulo $6$. However, they are not the same integer. As you can see, here substitution is used without the condition of equality. If you take the set of congruence classes modulo $6$, denoted by $mathbb 6mathbb $, you have that $3$ and $9$ are equal. That's a matter of definition of the involved entities.



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