General Statistics
Symbol Description Table (A - D)
Index: A - D
 E - L 
 M - O
 P - Q 
 R 
 S 
T -W 
X -Z 
Symbol Description Symbol Description
A (1) An event or an event set

(2) Y intercept of the true regression line

A1,A2,.. Main effects for Factor A; used in analysis of variance
An event represented by the intersection of events A and B. (A and B) An event represented by the union of events A and B. (A or B)
a Y intercept, a constant, for estimated regression equation (y=a+bx) used in:

(1) simple linear regression line

(2) multiple regression

Also m in (y=b+mx)

(alpha) (1) Tail area under curves for various probability distributions

(2) Probability of Type I error: rejecting H0 when it is true (producer's risk)

(3) Smoothing parameters for single parameters exponential smoothing

(AB)i j Interaction effect; used in analysis of variance B (1) An event or an event set

(2) Slope of the true regression line

B1,B2,.. (1) partial regression coefficient for the true multiple regression equation

(2) Main effects for factor B; used in analysis of variance

b Slope of the estimated regression line 

(also m)

b1,b2,.. Partial regression coefficients for the estimated multiple regression equation; point estimate of B1,B2,.. (beta) Probability of the Type II error: accepting the null hypothesis, H0 when it is false (consumer's risk)
C (1) Number of classes in frequency distribution

(2) Confidence Level 

(3) Acceptance number

(4) Contrast with analysis of variance

Number of possible combinations of r items from a collection of size n, when order of selection is not counted
c Number of columns in analysis-of-variance layout c1,c2,..  Coefficients of  in contrast
CFj Cumulative frequency of class interval Chi-square statistics
Critical value for the chi-square statistic (random variable); represents the value exceeded 1-  proportion of times by 

(see chi-square table)

d Statistics used in two-sample inferences representing the difference between:

(1) two sample means

(2) two sample proportions

di Matched-pairs difference between two sample observations; used for comparing means of two populations Mean of matched-pairs differences di