Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 16 : Summary Marshall University Genomics Core Facility.

Slides:



Advertisements
Similar presentations
Hypothesis Testing Steps in Hypothesis Testing:
Advertisements

Departments of Medicine and Biostatistics
MF-852 Financial Econometrics
T-Tests.
t-Tests Overview of t-Tests How a t-Test Works How a t-Test Works Single-Sample t Single-Sample t Independent Samples t Independent Samples t Paired.
T-Tests.
Statistics 350 Lecture 16. Today Last Day: Introduction to Multiple Linear Regression Model Today: More Chapter 6.
Statistics. Overview 1. Confidence interval for the mean 2. Comparing means of 2 sampled populations (or treatments): t-test 3. Determining the strength.
BCOR 1020 Business Statistics Lecture 28 – May 1, 2008.
Stat 512 – Lecture 12 Two sample comparisons (Ch. 7) Experiments revisited.
Correlation. Two variables: Which test? X Y Contingency analysis t-test Logistic regression Correlation Regression.
Topics: Regression Simple Linear Regression: one dependent variable and one independent variable Multiple Regression: one dependent variable and two or.
Chapter 19 Data Analysis Overview
5-3 Inference on the Means of Two Populations, Variances Unknown
Comparing Population Parameters (Z-test, t-tests and Chi-Square test) Dr. M. H. Rahbar Professor of Biostatistics Department of Epidemiology Director,
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 14: Non-parametric tests Marshall University Genomics.
Practical Statistics Mean Comparisons. There are six statistics that will answer 90% of all questions! 1. Descriptive 2. Chi-square 3. Z-tests 4. Comparison.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 12: Multiple and Logistic Regression Marshall University.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 10: Survival Curves Marshall University Genomics Core.
AM Recitation 2/10/11.
Inferential Statistics: SPSS
Two Sample Tests Ho Ho Ha Ha TEST FOR EQUAL VARIANCES
Overall agenda Part 1 and 2  Part 1: Basic statistical concepts and descriptive statistics summarizing and visualising data describing data -measures.
10-Opening Picture of Probability and statistics 9.
5-1 Introduction 5-2 Inference on the Means of Two Populations, Variances Known Assumptions.
Statistics for clinical research An introductory course.
Statistics & Biology Shelly’s Super Happy Fun Times February 7, 2012 Will Herrick.
OPIM 303-Lecture #8 Jose M. Cruz Assistant Professor.
Advanced statistical methods Michal Jurajda. Statistics What is statistics?
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 8 – Comparing Proportions Marshall University Genomics.
Research Project Statistical Analysis. What type of statistical analysis will I use to analyze my data? SEM (does not tell you level of significance)
2nd Half Review ANOVA (Ch. 11) Non-Parametric (7.11, 9.5) Regression (Ch. 12) ANCOVA Categorical (Ch. 10) Correlation (Ch. 12)
Linear correlation and linear regression + summary of tests
Contingency tables Brian Healy, PhD. Types of analysis-independent samples OutcomeExplanatoryAnalysis ContinuousDichotomous t-test, Wilcoxon test ContinuousCategorical.
Trial Group AGroup B Mean P value 2.8E-07 Means of Substances Group.
Analysis of Variance (ANOVA) Can compare the effects of different treatments Can make population level inferences based on sample population.
STAT 3130 Statistical Methods I Lecture 1 Introduction.
STATISTICAL ANALYSIS FOR THE MATHEMATICALLY-CHALLENGED Associate Professor Phua Kai Lit School of Medicine & Health Sciences Monash University (Sunway.
Analysis of Variance (ANOVA) Brian Healy, PhD BIO203.
Statistics: Unlocking the Power of Data Lock 5 Exam 2 Review STAT 101 Dr. Kari Lock Morgan 11/13/12 Review of Chapters 5-9.
Principles of Biostatistics ANOVA. DietWeight Gain (grams) Standard910 8 Junk Food Organic Table shows weight gains for mice on 3 diets.
Single-Factor Studies KNNL – Chapter 16. Single-Factor Models Independent Variable can be qualitative or quantitative If Quantitative, we typically assume.
Sample size and common statistical tests There are three kinds of lies- lies, dammed lies and statistics…… Benjamin Disraeli.
Review Lecture 51 Tue, Dec 13, Chapter 1 Sections 1.1 – 1.4. Sections 1.1 – 1.4. Be familiar with the language and principles of hypothesis testing.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 13: One-way ANOVA Marshall University Genomics Core.
1 Virtual COMSATS Inferential Statistics Lecture-25 Ossam Chohan Assistant Professor CIIT Abbottabad.
Introducing Communication Research 2e © 2014 SAGE Publications Chapter Seven Generalizing From Research Results: Inferential Statistics.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 11: Models Marshall University Genomics Core Facility.
6.1 - One Sample One Sample  Mean μ, Variance σ 2, Proportion π Two Samples Two Samples  Means, Variances, Proportions μ 1 vs. μ 2.
Business Statistics, 4e, by Ken Black. © 2003 John Wiley & Sons Business Statistics, 4e by Ken Black Chapter 10 Statistical Inferences about Two.
One-way ANOVA Example Analysis of Variance Hypotheses Model & Assumptions Analysis of Variance Multiple Comparisons Checking Assumptions.
Beginning Statistics Table of Contents HAWKES LEARNING SYSTEMS math courseware specialists Copyright © 2008 by Hawkes Learning Systems/Quant Systems, Inc.
Lecture 22 Dustin Lueker.  Similar to testing one proportion  Hypotheses are set up like two sample mean test ◦ H 0 :p 1 -p 2 =0  Same as H 0 : p 1.
Lecture 8 Estimation and Hypothesis Testing for Two Population Parameters.
Jump to first page Inferring Sample Findings to the Population and Testing for Differences.
Objectives (BPS chapter 12) General rules of probability 1. Independence : Two events A and B are independent if the probability that one event occurs.
Topics, Summer 2008 Day 1. Introduction Day 2. Samples and populations Day 3. Evaluating relationships Scatterplots and correlation Day 4. Regression and.
I231B QUANTITATIVE METHODS Analysis of Variance (ANOVA)
Educational Research Inferential Statistics Chapter th Chapter 12- 8th Gay and Airasian.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 13: Multiple, Logistic and Proportional Hazards Regression.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 10: Comparing Models.
Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 15: Sample size and Power Marshall University Genomics.
MARCH 18, 2014 DATA ANALYSIS. WHAT TO DO WITH DATA Take a look at your data Histogram Descriptive statistics Mean, mode, range, standard deviation/standard.
Estimation & Hypothesis Testing for Two Population Parameters
Virtual COMSATS Inferential Statistics Lecture-26
Lecture 14: Two-Way ANOVA
Statistics in medicine
BA 275 Quantitative Business Methods
Summary of Tests Confidence Limits
7.4 Hypothesis Testing for Proportions
Presentation transcript:

Marshall University School of Medicine Department of Biochemistry and Microbiology BMS 617 Lecture 16 : Summary Marshall University Genomics Core Facility

Key topics from the course Samples vs populations Confidence intervals Types of variable Averages and measures of scatter Presenting data Hypothesis testing and p-values Statistical challenges: multiple hypotheses, non- normality, and outliers Survival analysis Statistical models Sample size and power Marshall University School of Medicine

Statistical Tests T-tests – Various types (one class, two class, one-tailed, two- tailed, paired, unpaired, assume equal variance, etc) Chi-squared and Fisher’s exact test Mantel-Cox test (a.k.a. logrank test) Correlation ANOVA – One-way and two-way – Post-hoc tests Marshall University School of Medicine

Statistical Models Uses of a statistical model Simple linear regression Multiple regression (linear, logistic, proportional hazards) Comparisons of models – As hypothesis tests Marshall University School of Medicine