UKURAN ASOSIASI DALAM EPIDEMIOLOGI

Presentasi berjudul: "UKURAN ASOSIASI DALAM EPIDEMIOLOGI"— Transcript presentasi:

1 UKURAN ASOSIASI DALAM EPIDEMIOLOGI
Mugi Wahidin, M.Epid Prodi Kesehatan Masyarakat Univ Esa Unggul 2012/2013

2 POKOK BAHASAN Pengertian ukuran asosiasi Jenis ukuran asosiasi
RR OR PR Perhitungan

3 UKURAN FREKUENSI DALAM KESEHATAN MASYARAKAT
Tipe Kuantitas matematis Jumlah (enumerasi, counts) Rasio Proporsi Rate (angka, laju) Tipe Ukuran epid Frekuensi: insidens, prevalens, mortalitas Asosiasi: risk ratio, prevalens ratio, odds ratio Dampak: Attributable Risk, % Attributable Risk, Prefented Fraction

4 UKURAN ASOSIASI Relative : RR (relative risk)  Studi Cohort
Risk ratio Rate ratio Odds Ratio (OR) , Prevalence Odds Ratio (POR)  studi case control Prevalence Ratio (PR)  studi cross sectional Absolute : RD (risk difference)  Studi cohort

5 UKURAN ASOSIASI Studi Cohort  Risk Ratio (RR)
Studi case control  Odds Ratio (OR) Studi cross sectional  Prevalence Ratio (PR)

6 Tipe ukuran yang digunakan dalam epidemiologi
Ukuran asosiasi Merefleksikan kekuatan atau besar asosiasi antara suatu eksposur/faktor risiko dan kejadian suatu penyakit Memasukkan suatu perbandingan frekuensi penyakit antara dua atau lebih kelompok dengan berbagai derajat eksposur Beberapa ukuran assosiasi digunakan untuk mengestimasi efek

7 Basic Question in Analytic Epidemiology
Are exposure and disease linked? E D Exposure Disease

8 Ukuran-ukuran asosiasi
Ukuran rasio (perbandingan relatif) rasio dua frekuensi penyakit membandingkan kelompok terpajan dengan kelompok tidak terpajan Ukuran perbedaan efek (perbandingan absolut) perbedaan antara ukuran frekuensi penyakit suatu kelompok terpajan dan kelompok yang tidak terpajan

9 Two-By-Two Table a b c d Disease Yes No Total a+b Yes c+d Exposure No
Total a+c b+d a+b+c+d

10 Hypothetical Two-By-Two Table
Lung cancer Yes No Total 370 715 70 300 15 700 Yes Smoking No Total ,000 1,085

11 RR = incidence in the exposed = a/(a+b)
Relative Risk (RR) Measures how likely the exposed group will develop a disease compared to the unexposed group. RR = incidence in the exposed = a/(a+b) incidence in the unexposed c/(c+d)

12 Example: Hypothetical Study
Lung cancer Yes No Total 70 300 370 Smoking 15 700 715 85 1,000 1,085

13 Relative Risk (RR) Relative Risk = 70/(70+300) = 9.0 15/(15+700)
Which means… participants who smoked were 9 times more likely to develop lung cancer than those who did not smoke.

14 Relative Risk (RR) RR of 1.0 indicates that the occurrence of disease in the exposed an unexposed groups are identical: No association observed between exposed and unexposed groups.

15 Relative Risk (RR) RR greater than 1.0 indicates a positive association, or an increased risk among the exposed. RR less than 1.0 means that there is a decreased risk among the exposed group.

16 Ukuran-ukuran asosiasi
Ukuran rasio Rasio risiko atau risiko relatif (RR) Rasio Insidens Kumulatif (RIK)

17 Perhitungan RR untuk CI
Outcome (+) Outcome (-) Total E (exposed) a b a + b NE (unexposed) c d c + d Total a + c b + d N (a + b + c + d) CI pada populasi exposed (E) --- a/(a + b) RR= CI pada populasi unexposed (NE) --- c/(c + d)

18 = = = THEN, FOLLOW TO SEE WHETHER Totals Incidence rates of Disease
Disease Develops Does Not Develop Exposed a b a + b Not c d c + d Incidence in exposed a a+b FIRST, = SELECT c c+d Incidence in non-exposed = a a+b c c+d Relative Risk ( RR ) = incidence in exposed incidence in non-exposed =

19 THEN FOLLOW UP TO SEE HOW MANY
Example : A Prospective Study of 3,000 Smokers and 5,000 Non-smokers to Investigate Smoking and Coronary Heart Disease (CHD) THEN FOLLOW UP TO SEE HOW MANY Develop CHD Do Not Develop Total Incidence per 1,000 per year Healthy Smokers 84 2,916 3,000 28.0 Healthy Non-Smokers 87 4,913 5,000 17.4 FIRST, SELECT

20 Contoh 5. Tabel 1. Kaitan antara merokok dan angka insidens stroke dalam suatu kohort. Kategori merokok Jumlah kasus stroke Orang-tahun observasi (lebih dari 8 tahun) Tingkat insidens stroke (per orang tahun) Tidak pernah merokok 70 17,7 Mantan perokok 65 27,9 Perokok 139 49,6 Total 274 30,2 Sumber: diterjemahkan dari:Beaglehole et al. Basic Epidemiology. WHO

21 Postmenopausal Hormone Supplement and CHD
CHD Person-years Ever use ,308.7 Past use ,386.7 Current ,922.0 Never use ,477.5 RR ever use vs never use = (30/54,308.7) / ( 60/ ) = 0.5 RR past use vs never use = (19/ ) / (60/ ) = 0.7 RR current use vs never use = (11/ ) / (60/ ) = 0.3

22 Prevalence Ratio (PR) Prevalence Ratio (PR) Untuk kasus prevalens pada studi corss sectional survey Sama seperti perhitungan RR,

23 = = = THEN, FOLLOW TO SEE WHETHER Totals Prevalence rates of Disease
Disease Develops Does Not Develop Exposed a b a + b Not c d c + d Prevalence in exposed a a+b FIRST, = SELECT c c+d Prevalence in non-exposed = a a+b c c+d Prevalence Ratio ( RR ) = Prevelence in exposed Prevelance in non-exposed =

24 Rasio odds (Odds ratio = OR)
Ukuran rasio Rasio odds (Odds ratio = OR) Nama lain: Odds relative; rasio kros-produk rasio dua odds yang digunakan dalam studi kasus-kontrol untuk mengestimasi rasio rate atau rasio risiko

25 Rasio odds (Odds ratio = OR)
Ukuran rasio Rasio odds (Odds ratio = OR) odds untuk satu kelompok dibagi dengan odds untuk kelompok yang lain Mempunyai interpretasi yang sama seperti risiko relatif

26 Rasio odds (Odds ratio = OR)
Odds suatu kejadian rasio probabilitas bahwa kejadian terjadi terhadap probabilitas kejadian tidak terjadi P = Probabilitas suatu kejadian terjadi 1 – P = Probabilitas suatu kejadian tidak terjadi

27 Figure 11-5 A, Odds ratio (OR) in a cohort study
Figure 11-5 A, Odds ratio (OR) in a cohort study. B, Odds ratio (OR) in a case-control study. Downloaded from: StudentConsult (on 8 October :44 AM) © 2005 Elsevier

28 Prevalence Odds Ratio (POR) = Cross Product Ratio  bila data didasarkan pada kasus-kasus prevalens
Faktor Kasus Kontrol Total Perokok 650 (a) 950 (b) 1600 Bukan perokok 50 (c) 350 (d) 400 700 1300 2000

29 The cases are representative of all cases with regard to exposure;
The odds ratio ( relative odds) is a good approximation of the relative risk when : The cases are representative of all cases with regard to exposure; The controls are representative of all control with regard to exposure; The disease being studied is rare =

30 Odds Ratio & Risk Ratio The odds ratio will provide a good estimate of the risk ratio when: The outcome (disease) is rare a / (a +b ) RR = c / (c +d) D+ D- E+ a b E- c d If the disease is rare, then cells (a) and (c) will be small OR = (a / c) / (b / d) a / (a +b ) a / b ad RR = = =-- =___ OR c / (c +d) c / d bc OR = (ad) / (bc)

31 Figure 11-6 Example: The odds ratio is a good estimate of the relative risk when a disease is infrequent. Downloaded from: StudentConsult (on 8 October :44 AM) © 2005 Elsevier

32 Figure 11-7 Example: The odds ratio is not a good estimate of the relative risk when a disease is not infrequent. Downloaded from: StudentConsult (on 8 October :44 AM) © 2005 Elsevier

33 In a prospective study/cohort study,
the Relative Risk can be calculated directly In a retrospective study /case control study , the RR cannot be calculated directly, so that the Relative Odds or ODDS RATIO ( Cross Products Ratio ) is used as an estimate of the RR, when the risk of the disease is low

34 OR & RR Pada penyakit yang jarang terjadi,nilai Odds Ratio hampir sama dengan nilai Relative Risk (Risk Ratio). Nilai Prevalence Odds Ratio hampir sama dengan nilai Prevalence Proportion Ratio. Pada penyakit yang umum terjadi, nilai Odds Ratio lebih ekstrim dari pada Risk Ratio.

35 Interpretation of Odds Ratio
Relative odds associated with exposure OR = 1  no association OR > 1  positive association OR < 1  negative association Size of OR indicates strength of association OR ≈ RR when disease rare (i.e., risk < 5%); when disease not rare, OR still a valid measure of association Gerstman Chapter 8 (partial)

36 Thank You