Serial Correlation and Quadratic Forms in Normal Variables
about
A handling tool to estimate upper bounds of environmental fluctuationsAn Exact Test for Randomness in the Non-Parametric Case Based on Serial CorrelationOn Optimum Tests of Composite Hypotheses with One ConstraintOn the Asymptotic Distributions of Certain Statistics Used in Testing the Independence Between Successive Observations from a Normal PopulationDistribution of the Serial Correlation Coefficient in a Circularly Correlated UniverseFurther Contributions to the Problem of Serial CorrelationOn the Distribution of the Serial Correlation CoefficientNote on the Distribution of the Serial Correlation Coefficient
P2860
Q58290107-3AE64BF1-2E08-4B37-803A-922897E38BC6Q93638150-3779e051-46a8-e0f1-8a6a-231094c40e2eQ93657293-60051c03-4628-b33f-094b-5b772518e604Q93659473-7d395bad-46c1-d468-f3fb-0108fcaca225Q93659662-5a996813-409c-f78f-7d0b-12bba22a8ccbQ93659862-442476fc-4f45-2404-131d-60f5dbf214f7Q93660579-77e28df7-49d9-4897-de4a-362f63a2e9acQ93660780-d420733f-44a7-91ea-d5ff-c654a4cc8513
P2860
Serial Correlation and Quadratic Forms in Normal Variables
description
im März 1942 veröffentlichter wissenschaftlicher Artikel
@de
wetenschappelijk artikel
@nl
наукова стаття, опублікована в березні 1942
@uk
name
Serial Correlation and Quadratic Forms in Normal Variables
@en
Serial Correlation and Quadratic Forms in Normal Variables
@nl
type
label
Serial Correlation and Quadratic Forms in Normal Variables
@en
Serial Correlation and Quadratic Forms in Normal Variables
@nl
prefLabel
Serial Correlation and Quadratic Forms in Normal Variables
@en
Serial Correlation and Quadratic Forms in Normal Variables
@nl
P356
P1476
Serial Correlation and Quadratic Forms in Normal Variables
@en
P2860
P356
10.1214/AOMS/1177731639
P407
P577
1942-03-01T00:00:00Z
P888
P894
0060.31002