Statistical significance tests?
Statistical significance tests.
Statistical significance tests were based upon logistic regression20 and a series of binary explanatory covariates.
«Extremely Likely» in this parlance generally matches
the statistical significance test.
As I keep explaining, it depends on how
the statistical significance test is used, the assumptions, on the null hypothesis, and on the conclusion.
Try performing
a statistical significance test and you will find that the evidence for a the rate havin slowed is not statistically significant.
Not exact matches
However, an exponential distribution provides a more stringent and conservative
test for
statistical significance than either a normal distribution or a Poisson distribution.
The overall
test for interaction (heterogeneity) was of borderline
statistical significance for all women (P = 0.06), and was significant for women with no complicating conditions at the start of care in labour (P = 0.03).
All
statistical tests were two - sided and conducted using an α level of 0.05 to judge
significance.
Statistical tests of
significance such as chi - square
tests were used for ordinal and categorical variables.
The 2 - tailed Student's t -
test was used to assess the
statistical significance of our results.
I can see that you're a big fan of relative risk, but what you're not acknowledging is that there are
tests of
statistical significance that researchers run in order to determine whether any difference between two outcomes is real or not.
You'll want to wait for what's called «
statistical significance,» a fancy term that means that there's a 95 % chance that the results are representative of what would happen if you let the
test go on forever.
Fortunately, for us and the rest of the busy world, an online calculator called AB / BA will calculate the
statistical significance of your
test results.
Analysis of these data in the overall intent to treat population showed an advantage in PFS favouring arm A that did not reach
statistical significance; Median PFS was 6.4 months in the FOLFOX plus cetuximab arm A compared to 4.5 months in the FOLFOX arm B (hazard ratio [HR] 0.81; 95 % CI 0.58, 1.12; log - rank
test, p = 0.19).
But in most such instances the statistics applied in court have been primarily the standard type that scientists use to
test hypotheses (producing numbers for gauging «
statistical significance»).
For retention block 4, we compared the median latency and median excess path length for navigation to store locations that had been learned while stimulation was applied with those learned in the absence of stimulation during blocks 1, 2, and 3, using the Wilcoxon signed - rank
test, with a P value of less than 0.05 considered to indicate
statistical significance.
When it comes to
statistical significance and hypothis
testing, I do not recall whether the trends have been
tested against a null hypothesis, but the short - term variability is quite high compared to the trend in the WM2003 case and the series is short, so I doubt the «trend» is significant (just by eyeballing).
Asterisks indicate
statistical significance by two - tail t
test (n = 3, P < 0.05).
The
statistical significance (P < 0.05 by t -
test) is indicated by an asterisk (*) and ($).
Asterisk indicates
statistical significance by two - tail t
test (n = 3, P < 0.05).
Aggregation
tests (sometimes called burden
tests) were developed to help identify genetic association driven by variants that, individually, are too rare to reach
statistical significance on their own.
A two - sample T -
test was applied to assess
statistical significance (alpha = 0.05).
For 2 - group comparisons, a 2 × 2 Yates corrected χ2
test was used to evaluate the
statistical significance of group differences of percentages of unscored applications and percentages of funded applications.
Statistical significance was measured using parametric
testing, assuming equal variance, in the majority of experiments with standard t
tests for 2 paired samples used to assess difference between
test and control samples.
The differences in percentage of marital break - ups across on - line venues approached
statistical significance [χ2 (10) = 16.71, P = 0.08; Table S5], but differences across off - line venues were not statistically significant [χ2 (9) = 10.17, P = 0.34], and neither
test was significant after controlling for covariates [χ2 (10) = 14.41, P = 0.17, and χ2 (9) = 7.66, P = 0.56, respectively].
When
testing the
statistical significance of differences between sectors, however, we take into account the full distribution of responses across all options.
Readers need not get caught up in more - complicated analyses, such as
significance testing, effect sizes, and even regression -
statistical methods that Raymond and Hanushek criticize us for not using.
Other states have added a
test of
statistical significance to increase the certainty of their decisions.
The purpose of
tests of
statistical significance is to determine whether results reflect genuine changes in performance or simply random fluctuation.
We know of no legitimate
statistical text that argues it is irrelevant to use
tests of
statistical significance to guard against random fluctuations in the data - in this case, scores on
tests of student performance.
All comparisons are subjected to
testing for
statistical significance, and estimates of standard errors are computed for all statistics.
Almost all of the factors and smart beta strategies exhibit a negative relationship between starting valuation and subsequent performance whether we use the aggregate measure or P / B to define relative valuation.9 Out of 192
tests shown here, not a single
test has the «wrong» sign: in every case, the cheaper the factor or strategy gets, relative to its historical average, the more likely it is to deliver positive performance.10 For most factors and strategies (two - thirds of the 192
tests) the relationship holds with
statistical significance for horizons ranging from one month to five years and using both valuation measures (44 % of these results are significant at the 1 % level).
Most strategies produce results which pass
tests of
statistical significance at 95 % confidence.
You should reject all claims that an effect does not exist simply because a
statistical test fails to declare
significance.
If we
test whether or not they are, en mass, positive or negative, we can't rely on the super-strong
statistical significance of a t
test because they're obviously not following the normal distribution.
Rather, we should rely on the super-strong
statistical significance of the non-parametric Wilcoxon rank sum
test.
Please can you identify a
statistical authority (eg Cressie, Ripley etc) with a section or page number as to why it does not matter that neither of these reconstructions pass a
significance test for R and yet R is widely used in similar proxy reconstructions elsewhere (including my own proxy reconstruction work)?
It seems to be before we can discuss
statistical tests of any data set for the
significance of any hypothesis, we must
test the data itself for various characteristics.
In this framework, a research finding is less likely to be true when the studies conducted in a field are smaller; when effect sizes are smaller; when there is a greater number and lesser preselection of
tested relationships; where there is greater flexibility in designs, definitions, outcomes, and analytical modes; when there is greater financial and other interest and prejudice; and when more teams are involved in a scientific field in chase of
statistical significance.
Thus, we can be sure that the level of
statistical significance would be abyssmal if the climate models were
tested.
it is important to recognize that an inherent difficulty of
testing null hypotheses is that one can not confirm (statistically) the hypothesis of no effect.While robustness checks (reported in the appendix), as well as p values that never approach standard levels of
statistical significance, provide some confidence that the results do not depend on model specification or overly strict requirements for
statistical significance, one can not entirely dismiss the possibility of a Type II error.
It turns out that the A&W Climatic Change depends on their GRL submission for their
test of
statistical significance for the RE statistic.
Statistical significance between the experiments and the control is
tested using a student's t -
test and
significance is determined using resultant p values, where a p value less than or equal to 0.05 allows rejecting the null hypothesis that the differences should be zero.
The failure of the
test for
statistical significance in a time series does not allow the conclusion that a trend is absent.And «stopped» means the same as absent.
However, by arguing in this way Courtney has only proven that he is absolutely clueless with respect to
statistical analysis and the conclusion that can validly be drawn from the fact that a
test for
statistical significance fails.
Working from an example, we show how a composite may be objectively constructed to maximize signal detection, robustly identify
statistical significance, and quantify the lower - limit uncertainty related to hypothesis
testing.
Statistics is pretty much based on the random selection from a population and the
tests of
statistical significance generally tend to be based on the assumption that the population is normally distributed (gaussian if your into hiding simple ideas behind the names of dead mathematicians).
Temperature anomalies are arrived at via
statistical methods; therefore it is necessary to
test for
significance, because the results might be
statistical accidents.
But in any case there's no place in an individual case for T -
tests and
statistical significance, which is the point I am making.