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Topic: Confidence level


  
  NationMaster - Encyclopedia: Confidence level   (Site not responding. Last check: 2007-11-03)
Confidence intervals are generally a frequentist method, i.e., employed by those who interpret "90% probability" as "occurring in 90% of all cases".
and we have a 90% confidence interval for μ.
An approximate confidence interval for a population mean can be constructed for random variables that are not normally distributed in the population, relying on the central limit theorem, if the sample sizes and counts are big enough.
www.nationmaster.com /encyclopedia/Confidence-level   (1422 words)

  
 1.3.5.2. Confidence Limits for the Mean
Although the choice of confidence coefficient is somewhat arbitrary, in practice 90%, 95%, and 99% intervals are often used, with 95% being the most commonly used.
For example, for a significance level of 0.10, the corresponding alternative hypothesis acceptance intervals are (0,0.05) and (0.95,1), (0, 0.10), and (0.90,1).
Confidence intervals for other location estimators such as the median or mid-mean tend to be mathematically difficult or intractable.
www.itl.nist.gov /div898/handbook/eda/section3/eda352.htm   (894 words)

  
  Confidence interval - Wikipedia, the free encyclopedia
Confidence intervals are generally a frequentist method, i.e., employed by those who interpret "90% probability" as "occurring in 90% of all cases".
and we have a 90% confidence interval for μ.
An approximate confidence interval for a population mean can be constructed for random variables that are not normally distributed in the population, relying on the central limit theorem, if the sample sizes and counts are big enough.
en.wikipedia.org /wiki/Confidence_interval   (1193 words)

  
 [No title]   (Site not responding. Last check: 2007-11-03)
The confidence level of a confidence interval is equal to the coverage probability of the procedure before the data are collected.
The interpretation of confidence level for a particular interval is analogous to the interpretation of MSE for a particular value of the estimate: the MSE measures the long-run average squared error of the estimator in repeated sampling, but for any particular sample, the squared error could be larger or smaller than the MSE.
Whenever a confidence interval is used, it crucial that the confidence level be stated; otherwise, it is impossible to interpret the result.
www.stat.berkeley.edu /~stark/SticiGui/Text/ch19.1.htm   (2081 words)

  
 Confidence Level Calculator
Confidence Level is the likelihood - expressed as a percentage - that the results of a test are real and repeatable, and not just random.
So if your confidence level is, say, 92%, that means, according to probability theory, there's a 92% chance that you'd see similar results in a repeat of the test.
A confidence level of 50% would mean the difference is truly random, with only a 50-50 chance that you'd see the same results in a repeat of the test.
www.malwarwick.com /learning-resources/confidence-level-calculator.html   (617 words)

  
 [No title]   (Site not responding. Last check: 2007-11-03)
Chapter 17, we summarized the uncertainty of an estimate of a parameter by the mean squared error or root mean squared errorof the estimator, which are measures of the average error of the estimator in repeated sampling.
The confidence level measures the long-run fraction of intervals that contain the parameter in repeated sampling, but for any particular sample, the confidence interval either will or will not contain the parameter--and we will not know which unless we know the true value of the parameter.
The interval from the fourth-smallest datum to the seventh-smallest datum is therefore a confidence interval for the population median.
www.stat.berkeley.edu /users/stark/SticiGui/Text/ch18.htm   (3873 words)

  
 Sample Size Calculator
For example, if you use a confidence interval of 4 and 47% percent of your sample picks an answer you can be "sure" that if you had asked the question of the entire relevant population between 43% (47-4) and 51% (47+4) would have picked that answer.
When you put the confidence level and the confidence interval together, you can say that you are 95% sure that the true percentage of the population is between 43% and 51%.
This indicates that for a given confidence level, the larger your sample size, the smaller your confidence interval.
www.surveysystem.com /sscalc.htm   (727 words)

  
 Statistics Glossary - Confidence Intervals
Confidence intervals are usually calculated so that this percentage is 95%, but we can produce 90%, 99%, 99.9%, confidence intervals for the unknown parameter.
Confidence limits are the lower and upper boundaries / values of a confidence interval, that is, the values which define the range of a confidence interval.
A confidence interval for the difference between two means specifies a range of values within which the difference between the means of the two populations may lie.
www.cas.lancs.ac.uk /glossary_v1.1/confint.html   (741 words)

  
 Stata help for level   (Site not responding. Last check: 2007-11-03)
To change the level of confidence intervals reported by a particular command, you need not reset the default confidence level.
When you do not specify the option, the confidence intervals are calculated for the default level set by set level or for 95% if you have not reset it.
The width of the reported confidence intervals is a property of the display, not the estimation.
www.stata.com /help.cgi?level   (169 words)

  
 Confidence - Wikipedia, the free encyclopedia
Look up Confidence and confidence in Wiktionary, the free dictionary.
confidence (statistics) - see also confidence interval, confidence level, confidence coefficient, confidence region
Confidence, a 2003 film starring Dustin Hoffman, Edward Burns and Rachel Weisz, and directed by James Foley
en.wikipedia.org /wiki/Confidence   (159 words)

  
 Mesquite Software : C Guide : Confidence Intervals and Run Length Control
Since a confidence level of 100% would result in an infinitely wide confidence interval, confidence levels from 90% to 99% are most often used.
Notice that confidence intervals are calculated for three commonly used confidence levels: 90%, 95%, and 98%.
The confidence interval is reported in both formats for the confidence level that was specified.
www.mesquite.com /documentation/guide_c/16confide.htm   (1327 words)

  
 Is there a good reason for keeping the confidence level indication? (ProZ.com suggestions)
I realise the confidence level issue has been discussed at length before, but it seems to have evolved in such a way that many people, site newcomers in particular but not only them, now use it as a 'hard sell' of their answer.
I feel that if questions were to be judged on their merits and not on the self-awarded confidence level, people would be forced to think for themselves or pay more attention to professional peer comments.
A confidence trick, confidence game, or con for short, (also known as a scam) is an attempt to intentionally mislead a person or persons (known as the mark) usually with the goal of financial or other gain.
www.proz.com /post/205771   (2657 words)

  
 Margin of Error and Level of Confidence
A better (i.e., narrower) margin of error may be traded for a lesser level of confidence, or a higer level of confidence may be obtiner by tolerating a larger margin of error.
Exact values for margin of error and level of confidence of statistics on populaion proportions are derived from the binomial distribution.
Use a table to determine the levels of confidence and margins of error that can be obtained with various sample sizes when attempting to determine population proportions.
www.math.lsu.edu /~madden/M1100/week12goals.html   (1499 words)

  
 [No title]
The confidence level affects the level of tolerance * around the sample average; lower confidence level results in * a narrower range defined by the confidence limits.
Confidence levels must be 90, 95 or 99; * any others are ignored after posting a related error message.
* * The confidence tolerance is essentially +/- coeff*STD/sqrt(sample size) * where: * STD equals the sample's standard deviation; * sample size equals the number of samples taken; * coeff equals a constant based on the desire confidence level (e.g., * 95% confidence) and on the actual sample size.
www.cs.unm.edu /~bill/studies/Stats.C.txt   (336 words)

  
 Understanding the Confidence Level
The confidence level estimates the degree to which the code is correct, robust, and well-tested.
Confidence level measurements are most useful for tracking the evolution of a project and to compare the state of different projects.
This topic describes how the confidence level is calculated and how to customize the formula used to calculate the confidence level.
www.cs.indiana.edu /csg/links/parasoft/jtest/clevel.htm   (252 words)

  
 Statistics Glossary - confidence intervals
A confidence interval gives an estimated range of values which is likely to include an unknown population parameter, the estimated range being calculated from a given set of sample data.
Confidence intervals are usually calculated so that this percentage is 95%, but we can produce 90%, 99%, 99.9% (or whatever) confidence intervals for the unknown parameter.
Confidence limits are the lower and upper boundaries / values of a confidence interval, that is, the values which define the range of a confidence interval.
www.stats.gla.ac.uk /steps/glossary/confidence_intervals.html   (740 words)

  
 Free Statistical Tools and Market Research Sample Tools from Opus Online
The confidence level determines how confident you can be that your sample results match the population results.
For example with a sample size of 100, a proportion of.9 and a confidence level of 95%, the reported confidence level is + or -.0588.
The required data is the two sample sizes, the proportions and the confidence level required for the test.
www.opusonline.com.au /tools.htm   (357 words)

  
 Tools for Teaching and Assessing Statistical Inference   (Site not responding. Last check: 2007-11-03)
A confidence interval for a population mean is an interval estimate of an unknown population parameter (the mean), based on a random sample from the population
The level of confidence tells the probability the method produced an interval that includes the unknown parameter.
Confidence intervals for a population mean should be based upon a t statistic when the population distribution is approximately normal (or at least not too skewed) and
www.gen.umn.edu /research/stat_tools/tools_conf_intv.htm   (595 words)

  
 Math 207 Solutions – Assignment 1
Our confidence is in the method we use: if the sampling were (hypothetically) done repeatedly and each time a confidence interval created, then 95% of the intervals would contain the true difference in average weight losses (i.e., we are using a method that gives us a correct answer 95% of the time).
Our confidence is in the method we use: if the sampling were (hypothetically) done repeatedly and each time a confidence interval created, then 95% of the intervals would contain the true difference in proportions (i.e., we are using a method that gives us a correct answer 95% of the time).
A confidence level is not stated in the question, but I asked you to use 95%.
www.lawrence.edu /fast/jordanj/207hw7.html   (1009 words)

  
 ED230A Interval Estimation
A confidence interval for a parameter is an interval computed from sample data containing the true value of the parameter with a certain level of confidence.
The researcher selects a level of confidence to be used in interval estimation.
Confidence levels are related to the alpha level, alpha = 1 - confidence level.
www.gseis.ucla.edu /courses/ed230a2/notes2/interval.html   (685 words)

  
 Measuring Usability: Restoring Confidence in Usability Results
In part one confidence intervals for task completion will be discussed and in part two (coming soon) confidence intervals for task times will be illustrated.
It is the percent likelihood statement that accompanies the width of the confidence interval.
A confidence level of 99% means that 1 out of 100 times your sample completion rate will NOT fall within your confidence intervals.
www.measuringusability.com /conf_intervals.htm   (1824 words)

  
 Free statistical software Confidence interval Confidence level Calculator Statistics online Dr. Shakespeare's ...   (Site not responding. Last check: 2007-11-03)
The spreadsheet calulates confidence levels, confidence intervals, clinical significance curves and risk-benefit contours.
One way that we believe results in improving the reporting of results, leading to less chance of misinterpretation and more informed decisions, is by use of confidence levels, clinical significance curves, and confidence contours.
that calculates confidence interval, confidence level, clinical significance crve and risk-benefit contours for two arm studies.
www.theshakespeares.com /Confidence_interval.html   (635 words)

  
 Answer ID 801: Confidence level other than 95% for the prediction intervals for the forecasts
Confidence level other than 95% for the prediction intervals for the forecasts
For example, suppose a multiplicative model type is appropriate, the data is in C1, the seasonal length is 2, the level, trend, and seasonal weights are.2.2.2 respectively, you want 2 forecasts, and you want to store 99% prediction intervals.
Conversely, suppose an additive model type is appropriate, the data is in C1, the seasonal length is 2, the level, trend, and seasonal weights are.2.2.2 respectively, you want 2 forecasts, and you want to store 99% prediction intervals.
www.minitab.com /support/answers/answer.aspx?id=801   (411 words)

  
 Confidence Intervals
Common choices for the confidence level C are 0.90, 0.95, and 0.99.
As shown in the diagram to the right, for a confidence interval with level C, the area in each tail of the curve is equal to (1-C)/2.
A 95% confidence interval for the standard normal distribution, then, is the interval (-1.96, 1.96), since 95% of the area under the curve falls within this interval.
www.stat.yale.edu /Courses/1997-98/101/confint.htm   (1246 words)

  
 Interactive Sample Calculator
The degree to which you are certain that the result, or estimate, you obtain from the study includes the true population percentage, when the precision is taken into account.
The most common confidence level is 95%, although any confidence level can be used.
The level of precision (+/-) for a sample within a specified confidence level (e.g.
www.guideline.com /capabilities/market-research/calculator.html   (246 words)

  
 [No title]   (Site not responding. Last check: 2007-11-03)
INTRODUCTION Accurate confidence notation is a key capability for dialog systems, since acting upon a misunderstood input may incur a high cost to the user (either though an undesired side-effect or through time wasted on correction).
In this paper we focus on word-level confidence annotation and more specifically on a binary tagging of word hypotheses, as correct or incorrect, according to whether the system believes it is a correct decoding result or not.
Confidence annotation can be treated as a problem in pattern classification and a large variety of classification approaches can be considered for our problem.
www.cs.cmu.edu /People/tkharris/reviews/word-confidence.doc   (2639 words)

  
 confidence level interval
The confidence level is an index of certainty.
The researcher may elect to report the confidence interval for more than one level of confidence, for example "The treatment improves the cure rate by 10 points (80% confidence interval 11 to 29, and 95% confidence interval 7 to 34.
For any given sample size, dispersion and confidence level, a one-tailed confidence "interval" is "narrower" than a two tailed interval in the sense that the distance from the observed effect to the computed boundary is smaller for the one-tailed interval (the one-tailed case is not really an interval, since it has only one boundary).
www.power-analysis.com /precision_confidence_level.htm   (460 words)

  
 Estimations With Confidence
In practice, a confidence interval is used to express the uncertainty in a quantity being estimated.
While the confidence interval for the mean is applicable to any population even with discrete random variables, such as proportion, the other two confidence intervals required testing for normality in order to be valid.
As an alternative to direct test of hypothesis for the Mean and the Variance one may use a two-sided or one-sided confidence interval to test a hypothesis with a two-sided or one sided alternative hypothesis, respectively.
home.ubalt.edu /ntsbarsh/Business-stat/otherapplets/Esteem.htm   (516 words)

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