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statistics
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statistics
[n]
1)
a branch of applied mathematics concerned with the collection and interpretation of quantitative data and the use of probability theory to estimate population parameters
Synonyms :
See Also:
applied_math
bimodal
unimodal
average
average
average
subnormal
supernormal
ergodic
stochastic
significant
nonsignificant
multivariate
nonparametric
sampling
distribution
centile
decile
quartile
cross_section
grab_sample
random_sample
experimental_variable
degree_of_freedom
dependent_variable
predictor_variable
bernoulli's_law
bayes'_theorem
bayes'_postulate
statistical_method
least_squares
multivariate_analysis
statistic
average
demographic
deviation
moment
distribution_free_statistic
parametric_statistic
outlier
mean_deviation
modal_value
median
mean
arithmetic_mean
geometric_mean
harmonic_mean
second_moment
variance
standard_deviation
covariance
frequency_distribution
gaussian_distribution
poisson_distribution
bell-shaped_curve
population
subpopulation
sample
random_sample
proportional_sample
regression
multiple_correlation
multicollinearity
regression_analysis
regression_equation
regression_coefficient
linear_regression
curvilinear_regression
regression_curve
time_series
vital_statistics
correlational_analysis
correlation_matrix
factor_analysis
analysis_of_variance
correlation_table
correlation
curvilinear_correlation
partial_correlation
first-order_correlation
coefficient_of_correlation
direct_correlation
indirect_correlation
pearson_product-moment_correlation_coefficient
multiple_correlation_coefficient
biserial_correlation
nonparametric_statistics
rank-difference_correlation
kendall_test
kendall_partial_rank_correlation
coefficient_of_concordance
kendall's_tau
fourfold_point_correlation
chance-half_correlation
tetrachoric_correlation
spurious_correlation
bernoulli_distribution
binomial_theorem
probability_theory
biometrics
information_theory
actuary
weight
From The Free On-line Dictionary of Computing:
(http://www.foldoc.org/, Editor Denis Howe)
The practice, study or result of the application of mathematical
functions
to collections of
data
in order to summarise or
extrapolate
that data.
The subject of statistics can be divided into descriptive statistics - describing data, and analytical statistics - drawing conclusions from data.
(1997-07-16)
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