Description

A Bayesian approach can be used to estimate the probability that a solitary lung nodule is malignant based on the clinical features. The data provided was limited to males.


 

Parameters studied:

(1) The age of patient.

(2) The diameter of the lung nodule.

(3) The patient's smoking history.

(4) The prevalence of lung cancer in the population being studied.

Parameter

Finding

Likelihood Ratio for Malignancy

diameter of nodule

< 1.5 cm

0.1: 1

 

1.5 - 2.2 cm

0.5: 1

 

2.3 - 3.2 cm

1.7: 1

 

3.3 - 4.2 cm

4.3: 1

 

4.3 - 5.2 cm

6.6: 1

 

5.3 - 6.0 cm

29.4: 1

patient's age in years

<= 35 years of age

0.1: 1

 

36 - 44 years of age

0.3: 1

 

45 - 49 years of age

0.7: 1

 

50 - 59 years of age

1.5: 1

 

60 - 69 years of age

2.1: 1

 

70 - 83 years of age

5.7: 1

smoking history

never smoked

0.15: 1

 

pipe or cigar only

0.3: 1

 

ever smoked cigarettes

1.5: 1

 

current smoker, averaging 1-9 cigarettes per day

0.3: 1

 

current smoker, averaging 10-20 cigarettes per day

1.0: 1

 

current smoker, averaging 21-40 cigarettes per day

2.0: 1

 

current smoker, averaging >= 41 cigarettes per day

3.9: 1

 

quit smoking <= 3 years ago

1.4: 1

 

quit smoking 4-6 years ago

1.0: 1

 

quit smoking 7-12 years ago

0.5: 1

 

quit smoking >= 13 years ago

0.1: 1

overall prevalence

clinical settings

0.7: 1

 

community survey

0.1: 1

 

 

odds of malignancy =

= (likelihood ratio for prevalence of malignancy) * (likelihood ratio for size of lesion) * (likelihood ratio for age of patient) * (likelihood ratio for smoking history)

 

probability of cancer in percent =

= (odds of malignancy) / (1 + (odds of malignancy)) * 100

 


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