Category:Estimation theory

B

• ► Bayesian estimation‎ (2 C, 17 P)

E

• ► Errors and residuals‎ (11 P)
• ► Estimator‎ (1 C, 28 P)

I

• ► Statistical intervals‎ (8 P)

M

• ► Estimation methods‎ (8 C, 35 P)

P

• ► Point estimation performance‎ (12 P)

R

• ► Regression analysis‎ (9 C, 94 P)

U

• ► U-statistics‎ (4 P)

• Estimation theory (computing)

1

• 1.96 (computing)

A

• Average treatment effect (computing)

B

• Bayesian message classification (computing)

C

• CDF-based nonparametric confidence interval (computing)
• Chapman–Robbins bound (computing)
• Confidence and prediction bands (computing)
• Confidence distribution (computing)
• Confidence region (computing)
• Coverage probability (computing)
• Cramér–Rao bound (computing)

D

• Data assimilation (earth)

E

• Efficiency (statistics) (computing)
• Empirical probability (computing)
• Endogeneity (econometrics) (computing)
• Estimand (computing)
• Estimation (computing)
• Estimation statistics (computing)

F

• Fisher consistency (computing)
• Fisher information (computing)
• Formation matrix (computing)

G

• Generalized pencil-of-function method (computing)

I

• Identifiability (computing)

K

• Kullback's inequality (computing)

L

• Least-angle regression (computing)
• Lehmann–Scheffé theorem (computing)
• Likelihood principle (computing)
• Linear regression (computing)
• Location estimation in sensor networks (computing)

M

• Matrix regularization (computing)
• MINQUE (computing)

N

• Nuisance parameter (computing)

O

• Observed information (computing)

P

• Parameter identification problem (computing)
• Parameter space (computing)
• Point estimation (computing)

R

• Rao–Blackwell theorem (computing)
• Regression analysis (computing)
• Relaxed intersection (computing)
• Richardson–Lucy deconvolution (computing)

S

• Set estimation (computing)
• Sheppard's correction (computing)
• Shrinkage (statistics) (computing)
• Statistical learning theory (computing)
• Stein's example (computing)
• Proof of Stein's example (computing)

U

• U-statistic (computing)

V

• V-statistic (computing)