SlideShare a Scribd company logo
1

Biostatistics
Simplified
PREPARED & PRESENTED BY:



DR. M. ALHEFZI



DR. N. ALOTAIBI



DR. A. KHALAWI



DR. B. ALHEJAILI



DR. M. ALGOTHAMI



DR. S. ALGHAMDI

SBCM | R1 | Taif

A d v a n c e d
2



SBCM | R1 | Taif



Summarization



Analysis – inference.



WHY
BIOSTAT ?!

Collection

Interpretation of the
results

Abhaya Indrayan (2012). Medical Biostatistics. CRC Press. ISBN 978-1-4398-8414-0. (QR-code above).
3

Philosophy behind Hypothesis
What is a hypothesis?
CHANCE?!
Mill’s Cannons / Methods – Agreement, Difference, Concomitant, Residues
SBCM | R1 | Taif
4

Am I right or wrong ?!
Is it the truth ?!

SBCM | R1 | Taif
5

•

BIAS?
CONFOUNDING?
CHANCE?
CAUSE / EFFECT?

•

GENERALIZABILITY!

•
•

SIGNIFICANCE

SBCM | R1 | Taif

•
6

My Hypothesis
Ha

TEST!

SBCM | R1 | Taif
7

SBCM | R1 | Taif
8

In other words …

SBCM | R1 | Taif
9



So, what
language
do we
speak in
biostat?
SBCM | R1 | Taif

MATH?
MEAN, MEDIAN, MODE, RANGE
…



AREA UNDER THE
CURVE, VARIANCE, SD …



MEDICINE?



EXPOSURE, DISEASE, OUTCOME,
EFFECTIVITY, PREVENTION



RELATIVE RISK, ABSOLUTE RISK
10




MEDIAN.



Biostatisticians’
language

MEAN (μ).
MODE.



AREA UNDER THE
CURVE:



SBCM | R1 | Taif

Variance.
SD (σ).
11

Biostatisticians’ language
Standard Deviation (SD)

SBCM | R1 | Taif
12

SBCM | R1 | Taif

Photo courtesy of Judy Davidson, DNP, RN
“

13

WE MAKE MISTAKES!

”

IN ORDER TO AVOID THEM, WE NEED TO SET RANGES FOR CHANCE, ALSO SET OUR CRITICAL LIMITS. TO END UP WITH A
MASTERPIECE OF EVIDENCE!




p-value


SBCM | R1 | Taif

H0

CI *

vs. α level
14

SBCM | R1 | Taif
15

Test
Hypothesis

SBCM | R1 | Taif
16



SBCM | R1 | Taif



STEPS.



Test
Hypothesis

ASSUMPTIONS.

TESTS.




17

LARGE SAMPLE
SIZE.
NORMAL
DISTRIBUTION.


Gaussian Dist.



NO
MULTICOLINIARITY.
KNOWN
& σ ).



ASSUMPTIONS

HOMOGENEITY.



Test Hypothesis



INDEPENDENCY.

– Differs for each test.

SBCM | R1 | Taif

(μ
1)

RQ ?

2)

H0 & H 1

3)

TEST &
ASSUMPTIONS.

Test Hypothesis

4)

α LEVEL, P-VALUE.

– 7 steps of hypothesis testing.

5)

TEST STATISTIC (DF).

6)

DECISION.

7)

CONCLUSION
(YES/NO).

STEPS

SBCM | R1 | Taif

18
19

Test Hypothesis

TEST
STATISTICS

SBCM | R1 | Taif
20

Each member
in this group is
exclusively
linked to it

Dependency Concept
SBCM | R1 | Taif

Output
changes
whenever
input do so
Data Analysis

•
•
•
•

SBCM | R1 | Taif

Randomization.
Restriction.
Matching.
Stratification.

21
22

Statistical Tests

SBCM | R1 | Taif
23

Statistical Tests

SBCM | R1 | Taif
24

Choosing a Bivariate test

Dependent VA (outcome, output)

Indep. VA
Input
exposure

2 Cat.

SBCM | R1 | Taif

>2 Cat.

Continuous

Cat.

χ2

χ2

t-test

> 2 Cat.

χ2

χ2

ANOVA

Continuous

t-test

ANOVA

Correlation
Linear Regression
25

Continuous Data

SBCM | R1 | Taif
26

Ordinal Data

SBCM | R1 | Taif
27

Categorical Data

SBCM | R1 | Taif
Choosing the Best Statistical Test

28

Comparison the difference between
groups
Cat. VA (2)  Cont. VA
Independent sample
(t-test)

Mann-Whitney
(U test)

Cont. Dep. VA  same group
Paired Sample
(t-test)

Wilcoxon

Cat. VA (>3)  Cont. VA
One Way
ANOVA

Kruskal Wallis

Cat. VA  Cat. VA
Chi-Square
(χ2 )

McNemar

Association / Strength of
Relationship

Cont. VA  Cont. VA

Pearson (r)

SBCM | R1 | Taif

Spearman’s ρ

Prediction

Cont. VA  Cont. or
Cat.

MLR

SLR (Bivariate)

PMT

Cont. VA  Cont. +
Other VAs

NPMT

Cat. VA  >1 Other
VAs
Logistic
Regression

By @alhefzi
29

SBCM | R1 | Taif
30

SBCM | R1 | Taif
31

Considerations


Normal Distribution & Sample Size.


Large sample size ().



Otherwise, do (Kolmogorov Smirnov) to check normality.





Shape by inspection.
If NPMT with Large sample size ()  less powerful than a PMT.

Gaussian Distribution ().



PMT with Non-Gaussian distribution ()  CLT.



SBCM | R1 | Taif

NPMT with Gaussian distribution, “small” sample size ().  (small, Non-Gaussian)  (
 p-value).
PMT with Non-Gaussian distribution, “small” sample size ()  CLT won’t
work, inaccurate p-value.
32

Considerations


1 or 2 sided p-value


H0 ().



Question: WHICH p-value is larger and why? (1 or 2 sided)?





Based on: equal population means. Otherwise, any discrepancy is due to chance!!

i.e. when formulating your Ha; consider “larger” critical p-value accordingly!

Go for 1 sided (if)





You have formulate a “directional” hypothesis.
Set it BEFORE data collection. Otherwise, you will have to attribute the difference to chance.

Go for 2 sided (if)



SBCM | R1 | Taif

Unsure or in doubt of your hypothesis direction.
Set it BEFORE data collection. Otherwise, you will have to attribute the difference to chance.
 The critical value is the
number that separates the
“blue zone” from the
middle (± 1.96 this
example).
 In a t-test, in order to be
statistically significant the t
score needs to be in the
“dark-blue zone”.
 If α = .05, then 2.5% of the
area is in each tail

2-tailed test
Biostatisticians’ language

SBCM | R1 | Taif

33
 The critical value is either +
or -, but not both.
 e.g. in a t-test
 In this case, you would
have statistical significance
(p < .05) if t ≥ 1.645.

1-tailed test
Biostatisticians’ language

SBCM | R1 | Taif

34
35

 Any number squared is a
positive number.
 Therefore, area under the
curve starts at 0 and goes
to infinity (∞).
 To be statistically
significant, needs to be in
the upper 5% (α = .05).
 Compares observed
frequency to what we
expected.

Chi-Square (χ2) – as an example
Biostatisticians’ language

SBCM | R1 | Taif

Published on STAT 100 - Statistical Concepts and Reasoning (QR-code above)
36

Considerations


Regression or Correlation
Correlation

Regression

X&Y are important to be
set







Swapping X&Y in the
curve gives different
results





In Gaussian distribution

Pearson

SLR, MLR

NPMT

Spearman’s rho

Logistic
Regression

Cause-effect relationship

SBCM | R1 | Taif
@alhefzi

End of Part I

Thank you…
QUESTIONS?

37

More Related Content

PDF
Communication in Public Health
PPT
Biostatics introduction
PPT
Introduction to biostatistics by Niraj Kumar Yadav
PPTX
SURVEY RESEARCH DESIGN
PPTX
Validity & reliability of screening & diagnostic tests
PPT
Epidemiology
PPT
Ecological study
PPT
Part 2 Cox Regression
Communication in Public Health
Biostatics introduction
Introduction to biostatistics by Niraj Kumar Yadav
SURVEY RESEARCH DESIGN
Validity & reliability of screening & diagnostic tests
Epidemiology
Ecological study
Part 2 Cox Regression

What's hot (20)

PDF
Epidemiology and Health Systems
PPTX
Nested case control study
PPTX
Validity and bias in epidemiological study
PPT
effectsize.ppt
PPTX
Variables in research
PPT
Likert scale
PPT
analysis plan.ppt
PPT
Sample size
PDF
Measuring Disease Frequency
PPTX
INTRODUCTION TO BIO STATISTICS
PPTX
Meta analysis
PPTX
Cross sectional study-dr.wah
PPTX
Descriptive statistics
PPTX
Chetan epidemiology
PDF
Epidata lecture note
PPTX
Advanced Biostatistics Course Note_Summer_Tadesse Awoke 2018.pptx
PPTX
Descriptive statistics
PPT
Analysis and interpretation of surveillance data
PPTX
Mixed Method Research.pptx
PPTX
Univariate & bivariate analysis
Epidemiology and Health Systems
Nested case control study
Validity and bias in epidemiological study
effectsize.ppt
Variables in research
Likert scale
analysis plan.ppt
Sample size
Measuring Disease Frequency
INTRODUCTION TO BIO STATISTICS
Meta analysis
Cross sectional study-dr.wah
Descriptive statistics
Chetan epidemiology
Epidata lecture note
Advanced Biostatistics Course Note_Summer_Tadesse Awoke 2018.pptx
Descriptive statistics
Analysis and interpretation of surveillance data
Mixed Method Research.pptx
Univariate & bivariate analysis
Ad

Viewers also liked (19)

PDF
Intercultural Competence - The 10th Biennial Conference of AASP | Tjitra 2013...
PDF
Excellence through Culture, Talent and Change: Introduction to our Services
PDF
Measurement and Reliability Test (updated in March 2011)
PPTX
B I O S T A T I S T I C S 4th Year Rates, Ratios &amp; Proportions
PDF
Research Design and Validity
PDF
Best Practices in 
Quantitative Cross-Cultural Research (updated in March 2011)
PDF
HR Analytics & HR Tools 02
PPTX
biostatistics basic
PDF
Grounded Theory: an Introduction (updated Jan 2011)
PPT
Simple linear regression (final)
PPTX
Correlation and regression
PPTX
Correlation
PPTX
Correlation analysis
PPT
Correlation
PDF
Correlation and Simple Regression
PPT
Writing Chapters 1, 2, 3 of the Capstone Project Proposal Manuscript
PPT
Correlation analysis ppt
PPTX
Correlation ppt...
PPS
Correlation and regression
Intercultural Competence - The 10th Biennial Conference of AASP | Tjitra 2013...
Excellence through Culture, Talent and Change: Introduction to our Services
Measurement and Reliability Test (updated in March 2011)
B I O S T A T I S T I C S 4th Year Rates, Ratios &amp; Proportions
Research Design and Validity
Best Practices in 
Quantitative Cross-Cultural Research (updated in March 2011)
HR Analytics & HR Tools 02
biostatistics basic
Grounded Theory: an Introduction (updated Jan 2011)
Simple linear regression (final)
Correlation and regression
Correlation
Correlation analysis
Correlation
Correlation and Simple Regression
Writing Chapters 1, 2, 3 of the Capstone Project Proposal Manuscript
Correlation analysis ppt
Correlation ppt...
Correlation and regression
Ad

Similar to Advanced Biostatistics - Simplified (20)

PDF
Chi square Test Using SPSS
PPT
Clinical trial bms clinical trials methodology 17012018
 
PPTX
Statistical issues in subgroup analyses
DOCX
Nonparametric tests assignment
PPTX
MD Paediatricts (Part 2) - Epidemiology and Statistics
PDF
PPTX
Analyzing the randomised control trial (rct)
PPTX
Basic of Biostatistics The Second Part.pptx
PPTX
Inferential statistics nominal data
PDF
Causal Inference Opening Workshop - Smooth Extensions to BART for Heterogeneo...
PPTX
Yoav Benjamini, "In the world beyond p<.05: When & How to use P<.0499..."
PDF
Sampling Strategies to Control Misclassification Bias in Longitudinal Udder H...
PDF
Sensitivity, specificity and likelihood ratios
PDF
Spss basic Dr Marwa Zalat
PPTX
Epidemiology and statistics basic understanding
PDF
Choosing appropriate statistical test RSS6 2104
PPT
Categorical data analysis which part of the generalized linear model
PPTX
Basics of Statistics.pptx
PPTX
PPT
What So Funny About Proportion Testv3
Chi square Test Using SPSS
Clinical trial bms clinical trials methodology 17012018
 
Statistical issues in subgroup analyses
Nonparametric tests assignment
MD Paediatricts (Part 2) - Epidemiology and Statistics
Analyzing the randomised control trial (rct)
Basic of Biostatistics The Second Part.pptx
Inferential statistics nominal data
Causal Inference Opening Workshop - Smooth Extensions to BART for Heterogeneo...
Yoav Benjamini, "In the world beyond p<.05: When & How to use P<.0499..."
Sampling Strategies to Control Misclassification Bias in Longitudinal Udder H...
Sensitivity, specificity and likelihood ratios
Spss basic Dr Marwa Zalat
Epidemiology and statistics basic understanding
Choosing appropriate statistical test RSS6 2104
Categorical data analysis which part of the generalized linear model
Basics of Statistics.pptx
What So Funny About Proportion Testv3

Recently uploaded (20)

PDF
شيت_عطا_0000000000000000000000000000.pdf
PPT
genitourinary-cancers_1.ppt Nursing care of clients with GU cancer
PPTX
POLYCYSTIC OVARIAN SYNDROME.pptx by Dr( med) Charles Amoateng
PPTX
Stimulation Protocols for IUI | Dr. Laxmi Shrikhande
PPTX
Respiratory drugs, drugs acting on the respi system
PPTX
neonatal infection(7392992y282939y5.pptx
PPT
MENTAL HEALTH - NOTES.ppt for nursing students
PPT
1b - INTRODUCTION TO EPIDEMIOLOGY (comm med).ppt
PDF
Therapeutic Potential of Citrus Flavonoids in Metabolic Inflammation and Ins...
PDF
Medical Evidence in the Criminal Justice Delivery System in.pdf
PPTX
Human Reproduction: Anatomy, Physiology & Clinical Insights.pptx
PPTX
Transforming Regulatory Affairs with ChatGPT-5.pptx
PPTX
surgery guide for USMLE step 2-part 1.pptx
PPTX
Neuropathic pain.ppt treatment managment
PPTX
CEREBROVASCULAR DISORDER.POWERPOINT PRESENTATIONx
PPTX
Chapter-1-The-Human-Body-Orientation-Edited-55-slides.pptx
DOC
Adobe Premiere Pro CC Crack With Serial Key Full Free Download 2025
PPTX
JUVENILE NASOPHARYNGEAL ANGIOFIBROMA.pptx
PDF
Copy of OB - Exam #2 Study Guide. pdf
PPTX
post stroke aphasia rehabilitation physician
شيت_عطا_0000000000000000000000000000.pdf
genitourinary-cancers_1.ppt Nursing care of clients with GU cancer
POLYCYSTIC OVARIAN SYNDROME.pptx by Dr( med) Charles Amoateng
Stimulation Protocols for IUI | Dr. Laxmi Shrikhande
Respiratory drugs, drugs acting on the respi system
neonatal infection(7392992y282939y5.pptx
MENTAL HEALTH - NOTES.ppt for nursing students
1b - INTRODUCTION TO EPIDEMIOLOGY (comm med).ppt
Therapeutic Potential of Citrus Flavonoids in Metabolic Inflammation and Ins...
Medical Evidence in the Criminal Justice Delivery System in.pdf
Human Reproduction: Anatomy, Physiology & Clinical Insights.pptx
Transforming Regulatory Affairs with ChatGPT-5.pptx
surgery guide for USMLE step 2-part 1.pptx
Neuropathic pain.ppt treatment managment
CEREBROVASCULAR DISORDER.POWERPOINT PRESENTATIONx
Chapter-1-The-Human-Body-Orientation-Edited-55-slides.pptx
Adobe Premiere Pro CC Crack With Serial Key Full Free Download 2025
JUVENILE NASOPHARYNGEAL ANGIOFIBROMA.pptx
Copy of OB - Exam #2 Study Guide. pdf
post stroke aphasia rehabilitation physician

Advanced Biostatistics - Simplified

  • 1. 1 Biostatistics Simplified PREPARED & PRESENTED BY:  DR. M. ALHEFZI  DR. N. ALOTAIBI  DR. A. KHALAWI  DR. B. ALHEJAILI  DR. M. ALGOTHAMI  DR. S. ALGHAMDI SBCM | R1 | Taif A d v a n c e d
  • 2. 2  SBCM | R1 | Taif  Summarization  Analysis – inference.  WHY BIOSTAT ?! Collection Interpretation of the results Abhaya Indrayan (2012). Medical Biostatistics. CRC Press. ISBN 978-1-4398-8414-0. (QR-code above).
  • 3. 3 Philosophy behind Hypothesis What is a hypothesis? CHANCE?! Mill’s Cannons / Methods – Agreement, Difference, Concomitant, Residues SBCM | R1 | Taif
  • 4. 4 Am I right or wrong ?! Is it the truth ?! SBCM | R1 | Taif
  • 7. 7 SBCM | R1 | Taif
  • 8. 8 In other words … SBCM | R1 | Taif
  • 9. 9   So, what language do we speak in biostat? SBCM | R1 | Taif MATH? MEAN, MEDIAN, MODE, RANGE …  AREA UNDER THE CURVE, VARIANCE, SD …  MEDICINE?  EXPOSURE, DISEASE, OUTCOME, EFFECTIVITY, PREVENTION  RELATIVE RISK, ABSOLUTE RISK
  • 10. 10   MEDIAN.  Biostatisticians’ language MEAN (μ). MODE.  AREA UNDER THE CURVE:   SBCM | R1 | Taif Variance. SD (σ).
  • 12. 12 SBCM | R1 | Taif Photo courtesy of Judy Davidson, DNP, RN
  • 13. “ 13 WE MAKE MISTAKES! ” IN ORDER TO AVOID THEM, WE NEED TO SET RANGES FOR CHANCE, ALSO SET OUR CRITICAL LIMITS. TO END UP WITH A MASTERPIECE OF EVIDENCE!   p-value  SBCM | R1 | Taif H0 CI * vs. α level
  • 14. 14 SBCM | R1 | Taif
  • 16. 16  SBCM | R1 | Taif  STEPS.  Test Hypothesis ASSUMPTIONS. TESTS.
  • 17.   17 LARGE SAMPLE SIZE. NORMAL DISTRIBUTION.  Gaussian Dist.  NO MULTICOLINIARITY. KNOWN & σ ).  ASSUMPTIONS HOMOGENEITY.  Test Hypothesis  INDEPENDENCY. – Differs for each test. SBCM | R1 | Taif (μ
  • 18. 1) RQ ? 2) H0 & H 1 3) TEST & ASSUMPTIONS. Test Hypothesis 4) α LEVEL, P-VALUE. – 7 steps of hypothesis testing. 5) TEST STATISTIC (DF). 6) DECISION. 7) CONCLUSION (YES/NO). STEPS SBCM | R1 | Taif 18
  • 20. 20 Each member in this group is exclusively linked to it Dependency Concept SBCM | R1 | Taif Output changes whenever input do so
  • 21. Data Analysis • • • • SBCM | R1 | Taif Randomization. Restriction. Matching. Stratification. 21
  • 24. 24 Choosing a Bivariate test Dependent VA (outcome, output) Indep. VA Input exposure 2 Cat. SBCM | R1 | Taif >2 Cat. Continuous Cat. χ2 χ2 t-test > 2 Cat. χ2 χ2 ANOVA Continuous t-test ANOVA Correlation Linear Regression
  • 28. Choosing the Best Statistical Test 28 Comparison the difference between groups Cat. VA (2)  Cont. VA Independent sample (t-test) Mann-Whitney (U test) Cont. Dep. VA  same group Paired Sample (t-test) Wilcoxon Cat. VA (>3)  Cont. VA One Way ANOVA Kruskal Wallis Cat. VA  Cat. VA Chi-Square (χ2 ) McNemar Association / Strength of Relationship Cont. VA  Cont. VA Pearson (r) SBCM | R1 | Taif Spearman’s ρ Prediction Cont. VA  Cont. or Cat. MLR SLR (Bivariate) PMT Cont. VA  Cont. + Other VAs NPMT Cat. VA  >1 Other VAs Logistic Regression By @alhefzi
  • 29. 29 SBCM | R1 | Taif
  • 30. 30 SBCM | R1 | Taif
  • 31. 31 Considerations  Normal Distribution & Sample Size.  Large sample size ().   Otherwise, do (Kolmogorov Smirnov) to check normality.   Shape by inspection. If NPMT with Large sample size ()  less powerful than a PMT. Gaussian Distribution ().   PMT with Non-Gaussian distribution ()  CLT.  SBCM | R1 | Taif NPMT with Gaussian distribution, “small” sample size ().  (small, Non-Gaussian)  (  p-value). PMT with Non-Gaussian distribution, “small” sample size ()  CLT won’t work, inaccurate p-value.
  • 32. 32 Considerations  1 or 2 sided p-value  H0 ().   Question: WHICH p-value is larger and why? (1 or 2 sided)?   Based on: equal population means. Otherwise, any discrepancy is due to chance!! i.e. when formulating your Ha; consider “larger” critical p-value accordingly! Go for 1 sided (if)    You have formulate a “directional” hypothesis. Set it BEFORE data collection. Otherwise, you will have to attribute the difference to chance. Go for 2 sided (if)   SBCM | R1 | Taif Unsure or in doubt of your hypothesis direction. Set it BEFORE data collection. Otherwise, you will have to attribute the difference to chance.
  • 33.  The critical value is the number that separates the “blue zone” from the middle (± 1.96 this example).  In a t-test, in order to be statistically significant the t score needs to be in the “dark-blue zone”.  If α = .05, then 2.5% of the area is in each tail 2-tailed test Biostatisticians’ language SBCM | R1 | Taif 33
  • 34.  The critical value is either + or -, but not both.  e.g. in a t-test  In this case, you would have statistical significance (p < .05) if t ≥ 1.645. 1-tailed test Biostatisticians’ language SBCM | R1 | Taif 34
  • 35. 35  Any number squared is a positive number.  Therefore, area under the curve starts at 0 and goes to infinity (∞).  To be statistically significant, needs to be in the upper 5% (α = .05).  Compares observed frequency to what we expected. Chi-Square (χ2) – as an example Biostatisticians’ language SBCM | R1 | Taif Published on STAT 100 - Statistical Concepts and Reasoning (QR-code above)
  • 36. 36 Considerations  Regression or Correlation Correlation Regression X&Y are important to be set     Swapping X&Y in the curve gives different results   In Gaussian distribution Pearson SLR, MLR NPMT Spearman’s rho Logistic Regression Cause-effect relationship SBCM | R1 | Taif
  • 37. @alhefzi End of Part I Thank you… QUESTIONS? 37