William Maya kentlerinin konumu ve takımyıldızlarındaki yıldızların konumu arasında bir ilişki keşfetti. - William has discovered a correlation between the location of Mayan cities and the position of stars in constellations.
Doğrudan bir ilişki var mı? - Is there a direct correlation?
Aferent uyarıların, gerekli cevabı oluşturmak üzere beyinin ilgili merkezined birleşmesi
KARşıLıKLı İLİŞKİ, KORELASYON: Hava savunmasında radar ekranı üzerinde beliren bir hava aracının hedef tespit göstergesiyle veya optik olarak diğer bir kaynaktan alınmakta bulunan bilgideki araçla aynı olduğunun belirlenmesi
(Askeri) KARŞILIKLI İLİŞKİ, KORELASYON: Hava savunmasında radar ekranı üzerinde beliren bir hava aracının hedef tespit göstergesiyle veya optik olarak diğer bir kaynaktan alınmakta bulunan bilgideki araçla aynı olduğunun belirlenmesi
(Askeri) TAKİP KARŞILIKLI İLİŞKİSİ: Bütün mevcut bilgileri kullanarak, belirleme amaçları için izleme bilgilerinin arasında uygunluk sağlamak
İngilizce - İngilizce
correlation teriminin İngilizce İngilizce sözlükte anlamı
One of the several measures of the linear statistical relationship between two random variables, indicating both the strength and direction of the relationship
A reciprocal, parallel or complementary relationship between two or more comparable objects
The correlation coefficient (r estimates rho) provides an index of the degree to which paired measures(X and Y) co-vary in a linear fashion Its values is constrained to lie between -1 and +1 r is positive (> 0) when cases with large values of X also tend to have large values of Y whereas cases with small values of X tend to have small values of Y r is negative (< 0) when cases with large values of X tend to have small values of Y and vice versa Correlation coefficients give no information about cause and effect Similarly they provide misleading information if the relationship between X and Y is non-linear
Uses the SAS CORR Procedure to compute correlation coefficients, partial correlation and simple statistics, rank orders and significance probabilities for numeric variables Non-parametric measure of associations (Spearman's rank order, Kendall's tau-b, and Hoeffding's measure of dependence), as well as Pearson's product-moment correlation can be calculated
The process of establishing a relation between a variable and one or more related variables Correlation is simple if there is only one independent variable; multiple, if there is more than one independent variable For gaging station records, the usual variables are the short-term gaging-station record and one or more long-term gaging-station records (Searcy, 1960 )
the Pearson product moment correlation coefficient The correlation between variables 1 and 2 is denoted by r12 The defining formula for r12 is
The correlation between 2 random variables is a statistical measure of the tendency of the 2 variables to vary in concert together / with each other
a statistic representing how closely two variables co-vary; it can vary from -1 (perfect negative correlation) through 0 (no correlation) to +1 (perfect positive correlation); "what is the correlation between those two variables?"
Reciprocal relation; corresponding similarity or parallelism of relation or law; capacity of being converted into, or of giving place to, one another, under certain conditions; as, the correlation of forces, or of zymotic diseases
a statistical relation between two or more variables such that systematic changes in the value of one variable are accompanied by systematic changes in the other
A statistical measure referring to the relationship between two or more variables (events, occurrences etc ) A correlation between two variables suggests some causal relationship between these variables Typically the CHF is closely correlated with the EURO
Correlation describes the relationship between two different variables If one increases when the other increases then there is a correlation between them For example there is a correlation between the speed at which a car travels and the risk of death in an accident The fact that there is a correlation does not necessarily mean that one causes the other They could both be due to some third common factor
a measure of the association between two variables, closer to 1 means a stronger correlation
A correlation between things is a connection or link between them. the correlation between smoking and disease. a connection between two ideas, facts etc, especially when one may be the cause of the other correlation between (correlatio, from com- ( COM-) + relatio ). In statistics, the degree of association between two random variables. The correlation between the graphs of two data sets is the degree to which they resemble each other. However, correlation is not the same as causation, and even a very close correlation may be no more than a coincidence. Mathematically, a correlation is expressed by a correlation coefficient that ranges from -1 (never occur together), through 0 (absolutely independent), to 1 (always occur together)
A measure of association between two variables It measures how strongly the variables are related, or change, with each other If two variables tend to move up or down together, they are said to be positively correlated If they tend to move in opposite directions, they are said to be negatively correlated Correlations are computed in the Multiple Regression statlet The most common statistic for measuring association is the Pearson correlation coefficient
the degree of systematic linear relationship between two variables A positive correlation implies that when one variable is above its mean, the other one also tends to be; and likewise for both tending to be below their means A negative correlation implies that when one variable is above its mean, the other one tends to be below its mean, and vice versa A coefficient of linear correlation ranges from -1 for a perfect negative correlation, through zero for no relationship, to +1 for a perfect positive correlation "Among adults, height and weight are positively correlated to a moderately high degree "
Used to describe the observed relationship between instances of two events A systematic pattern can be seen in the occurrences of events that are correlated When the events involve numbers, a positive correlation means that as one increases, the other increases as well A negative correlation means that as one increases, the other decreases Correlation does NOT imply causation in any way In other words, just because two events are correlated does not mean that one causes another, or has anything to do with the other - correlations deal only with observed instances of events, and any further conclusions cannot be inferred from correlation alone Strong correlation, however, does often warrant further investigation to determine causation
the degree of relationship (linear or curvelinear) between two variables, scores, or assessments Correlations, by themselves, do not imply cause-and-effect linkages between the two variables See Effective Teaching, Validity Coefficient, Variable
Statistical representation of a relationship between two or more variables which does not determine cause and effect
a mutual relationship between two properties (usually such that an increase in one property is seen when another property increases)
1 The relationship between any two random variables which may or may not be independent It may be expressed in terms of conditional probabilities or the mutual probability distribution of the random variables 2 The quadratic term in the relationship between two real-valued random variables; the expectation of the product minus the product of the expectations, suitably normalized
A form of statistical modelling that attempts to summarise how one dataset will vary in response to another A correlation coefficient of +1 0 means that where there are high values in one set there will be high values in the other, while a correlation coefficient of -1 0 means that where there are high values in one set there will be low values in the other A correlation coefficient of 0 0 means that there is no discernible relationship between the two sets This is a form of global analysis as it only provides a single summary statistic for the entire study area
Correlation measures the extent to which the returns on two assets move together Two assets with perfect negative correlation (-1) tend to move simultaneously in opposite directions Two assets with perfect positive correlation (+1) tend to move simultaneously in the same direction A correlation of 0 indicates that there is no relationship at all between the price movements of two assets For more, see our Tutorial on Asset Correlation
Correlation measures how two assets' returns move together Two assets that are perfectly negatively correlated (-1) tend to simultaneously move in opposite directions Two assets that are perfectly positively correlated (+1) tend to simultaneously move in the same direction A correlation of 0 indicates that there is no relationship at all between the price movements of two assets
A measure of the interdependence of two random variables that ranges in value from -1 to +1, indicating perfect negative correlation at -1, absence of correlation at zero, and perfect positive correlation at +1. Also called coefficient of correlation
a statistic representing how closely two variables co-vary; it can vary from -1 (perfect negative correlation) through 0 (no correlation) to +1 (perfect positive correlation); "what is the correlation between those two variables?
a two-way tabulation of the relations between correlates; row headings are the scores on one variable and column headings are the scores on the second variables and a cell shows how many times the score on that row was associated with the score in that column
(İstatistik) In statistics, rank correlation is the study of relationships between different rankings on the same set of items. A rank correlation coefficient measures the correspondence between two rankings and assesses its significance
between the number of electric motors in the home and grades at school) that does not result from any direct relation between them (buying electric motors will not raise grades) but from their relation to other variables
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