Nonparametric statistical analyses were performed after the initial analyses. ... The skewness and the standard error of skewness are important for some ...
corresponding to cumulative frequency distribution (ogive) is often also ... Visual inspection of the chart is a first step in the data analysis and the Pareto principle.
In comparing classification algorithms, we use statistical tests to make sure ... pairwise statistical test [1] to see whether the two algorithms lead to classifiers.
The role of a statistical test is to decide whether some parameter of the reference
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seven such exact or approximate tests for the null-hypothesis above. The two ... alternatives while the Ï2-test only allows for a two-sided alternative hypothesis.
Test. SCAT (grades 2 and up) SAT (grades 7 and 8). ACT (grades 7 and 8) ...
Students take the test at a. Prometric testing center. Sample. Questions and.
Jun 15, 2006 - The American Statistical Association for Table 16 adapted from Massey. .... provides a list of the statistical tables required for the tests followed ...
intensive methods that rely on repeated sampling from empirical data sets and ..... that it can be done once by the data
Generous statistical tests. T. V. Hromadka II Ð R. J. Whitley Ð. S. B. Horton Ð M. J. Smith Ð J. M. Lindquist. Published online: 11 October 2007.
Jun 15, 2006 - R.E. and Pearson, E.S. (n.d.) 'Tests of normality'; Harcourt Brace ...... Test 98 To test whether the mean angles of two independent circular.
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Jun 15, 2006 - Executor of the late Sir Ronald A. Fisher, FRS and Dr Frank Yates FRS for Table ... Statistics for Engineers and Scientists, 4th edition, Table A.3.
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encouraging academics to share statistics support resources ...... Consider the students ability when advising on the best technique. They have ...... using additional SPSS software and is beyond the scope of stats support but EFA is commonly.
Oct 14, 2017 - a) From the tests measuring the difference in distribution between two subsets of entities, we use Mann-Whitney U test [1], Kolmogorov-.
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Quantitative data- Parametric and. Non-Parametric Test. ⢠If we cannot use the parametric test , we can use its equivalent non-parametric test. DR SAMI /IMU. 4 ...
Statistical tests Comparing mean Dr Sami Abdo Radman Al-dubai
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To test a hypothesis we need to know : • Hypothesis • Research question(objective) • Type of variables (quantities , qualitative). • Dependent variable • Independent variable • If the data are Normally distributed (in case of quantitative data) Accordingly : we can decide on the statistical test. • At the end we can make the concussion DR SAMI /IMU
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Comparing mean
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Quantitative data- Parametric and Non-Parametric Test • If we cannot use the parametric test , we can use its equivalent non-parametric test
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• When the data has been checked and the normality assumption has been fulfilled, the appropriate parametric test can be applied. Otherwise, the equivalent non-parametric test will be used DR SAMI /IMU
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Two sample t-test (independentSamples T-Test) • Is there a difference in systolic blood pressure between overweight and normal weight. • Hypothesis ; There is difference between the systolic blood pressure between overweight and normal weight. • This test involves 2 independent groups (male , female) (binary variable) • Systolic blood pressure ( quantitative variable)
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Two sample t-test (independentSamples T-Test) Assumptions • Both groups are independent of each other (overweight and normal weight). • Systolic BP in both groups is normally distributed • Homogeneity of variance (independent-Samples T-Test) • In SPSS AnalyseCompare meanindependent-Samples T-Test DR SAMI /IMU
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the result of p value is read off from the Sig.(2-tailed) of the second line (Equal variance not assumed) DR SAMI /IMU
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Two sample t-test (independentSamples T-Test) • Mean systolic blood pressure in the overweight group =141.65 • Mean systolic blood pressure in the normal weight group= 97.12 • p< 0.001 Conclusion: There is significant difference in mean systolic blood pressure between overweight and normal weight (p< 0.001): DR SAMI /IMU
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ANOVA (ANALYSIS OF ONE WAY VARIANCE) • Analysis of variance is an extension of 2Sample T-test which involved more than 2 groups (eg1 race : Chinese, Malays, Indians) (Eg2 normal, under and over weight) The Null Hypothesis: All the groups’ means are equal • Command: Analyse-Compare Means-One-Way ANOVA (click options descriptive) DR SAMI /IMU
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Conclusion Since pdescriptive-> explore-> plots-> normality plots with test. • In the results below: the p value is not sig (p= 0.200 and p= 0,388) i.e. p >0.05. This indicate the variable is normally distributed.
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Conclusion: • From the results above : p value = 0.52 (p>0.05). • There is no sig. difference in systolic blood pressure after and before intervention. In other words : the intervention we used did not reduce the blood pressure significantly.
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One Sample T-test • This test will determine whether the mean of a single variable (FROM A SINGLE SAMPLE) differs from a specified constant (FROM THE POPULATION). For example, to test whether the systolic pressure is abnormal in contrast to normal blood pressure of 120 mmHg (constant).
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ONE SAMPLE T-TEST • For example, we are interested to find out whether subjects with acute chest pain have abnormal systolic (normal = 120 mmHg) blood pressures. 500 subjects presenting themselves to an emergency physician were enrolled. • Assumptions : Systolic BP in both groups is normally distributed Command: Analyse-Compare Means- one Samples T-Test Hypothesis: subjects with acute chest pain have have higher blood pressure compared to the general population DR SAMI /IMU
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Conclusion -Mean blood pressure of study subjects =140.51 - P value = 0.000 (p