Not exact matches
A home - heavy schedule, excellent basketball
by Bradley prior
to an enormous
regression to the
mean, excellent basketball from Tobias before a similar but substantially smaller
regression, hot shooting
by Tolliver, Ish (for him) and Galloway, an offense that opponents hadn't already totally figured out, and overall solid health (sans perhaps Bradley's pre-absence groin injury, which was of unspecified severity).
Funnel plots, the Egger (weighted
regression) test, and the Begg and Mazumdar (rank correlation) tests for funnel plot asymmetry were conducted
to examine the relation between sample size and observed
mean differences in blood pressure
by infant feeding group (21).
If a process is
meant to improve the integrity of the electoral process, judgments that shoot it down can not advance the cause of our development; it
means we have chosen a path of
regression to the era where elections are decided
by unsavory self - help in bloating the voter register with strange names on the part of politicians.
Statisticians explain the changes, regardless of direction,
by claiming «
regression to the
mean.»
If there were no difference between the gains experienced
by F schools and those among low - performing non-F schools, we might worry that
regression to the
mean was driving our results.
Another potential explanation for the exceptional gains made
by schools facing voucher competition is that their extremely low initial scores are affected
by a statistical tendency called «
regression to the
mean.»
In reading, however, we found no difference in the test - score gains achieved
by F schools and low - performing non-F schools, suggesting that
regression to the
mean could be influencing our results in reading.
Based on recent information provided
by the Accountability Technical Advisory Committee's (TAC) recommendations
to ISBE, it is likely that ISBE will move away from linear
regression toward Student Growth Percentiles (SGPs) as a
means to measure student growth under the new school improvement and accountability system.
They play the game of relative value,
by using strategies such as
regression to the
mean.
«
Regression to the
mean is the most powerful law in financial physics: Periods of above - average performance are inevitably followed
by below - average returns, and bad times inevitably set the stage for surprisingly good performance.»
Perhaps it's my age (I remember when I had do do linear
regressions with a pencil and paper for the sums, and a slide rule
to help with the squares and square roots), but a fundamental principle of a linear least squares
regression is that the best fit line passes through the point represented
by the
mean X and
mean Y values.
A recent paper
by Loehle & Scafetta (L&S 2011) in a journal known as the «Bentham Open Atmospheric Science Journal «(also discussed at Skeptical Science) presents some analysis using
regression to describe cycles in the global
mean temperature, showing us many strange tricks one can do with curves and sinusoids, in something they call «empirical decomposition» (whatever that
means).
The data is annual data from 1955
to 1995, with a
mean of 23.025 C, a Standard Deviation of 0.2981 C, and a trend of 0.05 + / - 0.08 C / 10 years, as determined
by simple linear
regression.
a
Regressions of winter SLP and SAT trends upon the normalized leading PC of winter SLP trends in the CESM1 Large Ensemble, multiplied
by two
to correspond
to a two standard deviation anomaly of the PC; b CESM1 ensemble -
mean winter SLP and SAT trends; c b − a; d b + a. SAT in color shading (°C per 30 years) and SLP in contours (interval = 1 hPa per 30 years with negative values dashed).
This range is constructed
by computing the standard deviation (σ) of the 40
regression values at each grid box for each variable (SLP, SAT and P) based on detrended data during 1920 — 2012, and subtracting / adding these values (multiplied
by two) from /
to the ensemble
mean regression value.
Central tendency, or reversion (
regression)
to the
mean, says exactly you can subtract problems
by adding them together and averaging them away, if you do it competently.
Annual trends are calculated
by averaging the monthly
mean anomalies together and fitting the
regression to the annual average timeseries.
«A strong warming and severe drought predicted on the basis of the ensemble
mean of the CMIP climate models simulations is supported
by our
regression analysis only in a very unlikely case of the continually increasing AMO at a rate similar
to its 1970 — 2010 increase» 7
An exploratory analysis was
to be performed
by means of multiple
regression with the dependent variable as the sum on the new scale and the independent variables as 14 personality disorder scales defined in DSM - 5, DSM - IV - TR, and DSM - III - R.
We implemented unadjusted and adjusted analyses (potential prognostic factors listed in table 2) of the outcomes (all quantitative)
by using random effects linear
regression models fitted
by maximum likelihood estimation
to allow for the correlation between the responses of participants from the same maternal and child health centre.29 We present
means and standard deviations for each trial arm, along with the
mean difference between arms, 95 % confidence intervals, and P values.
Logistic
regression analyses were conducted
to investigate the mediation hypotheses, using an established 3 - step procedure.48 First, we investigated whether there was a significant bivariate association between a high level of maladaptive parenting (operationally defined as ≥ 3 maladaptive parenting behaviors) or abuse during childhood or early adolescence (
by a
mean age of 14 years) and risk for suicide attempts during late adolescence or early adulthood (reported at a
mean age of 22 years) and whether the magnitude of this association was reduced when interpersonal difficulties during middle adolescence (reported at a
mean age of 16 years) were controlled statistically.
Effect sizes for combining results are within treatment and therefore inflated
by sources of bias (eg, type I error of diagnosis,
regression to the
mean, and improvements not from therapy).
A decomposition methodology examined the contribution from different sources in explaining the SES gradient in early cognitive outcomes.34 Similar
to the methodology used in the UK Millennium Cohort Study, we focus on the quintile 1 — quintile 5 (Q1 — Q5) and quintile 1 — quintile 3 (Q1 — Q3) gaps and calculate the percentile points and the percentage of the raw gaps explained
by each candidate explanatory factor and each domain of factors.2 This was done
by taking the product of the
mean gap in each explanatory factor (
mean difference between Q1 — Q5 and Q1 — Q3)
by the β coefficients from linear
regression models that predict reading and math ability from SES and all candidate explanatory factors.
According
to the procedures posed
by Aiken and West (1991), we used the simple slope for the
regression of self - esteem on general family function
by using the high (one standard deviation above the
mean) and low (one standard deviation below the
mean) values for social support.