Assume the following data has been collected from students: D I G do il g0 s1 do i0 gl SO d1 il g0 sl d1 il g2 s1 d1 i0 g3 s0 i0 g2 s0 d1 do i0 g3 s0 S L 11 11 11 10 10 11 10 d1 il g3 sl 10 d1 il g2 s0 10 Describe the factors and find their parameters using ML training from the given data. (Hint: if you enc division bu zore you nood to uso Lonlege smoothing:

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Assume the following data has been collected from students:
D I G S L
g0 sl 11
g1 SO
11
go sl 11
10
g2 sl
i0 g3 s0 10
do
do
d1
d1
d1
d1
do
d1
TELERAREN
il
i0
il
il
i0 g2 s0 11
i0 g3 s0 10
il
d1 il
g3 sl
10
g2 s0 10
Describe the factors and find their parameters using ML training from the given data. (Hint: if you encounter
division by zero you need to use Laplace smoothing:
Transcribed Image Text:Assume the following data has been collected from students: D I G S L g0 sl 11 g1 SO 11 go sl 11 10 g2 sl i0 g3 s0 10 do do d1 d1 d1 d1 do d1 TELERAREN il i0 il il i0 g2 s0 11 i0 g3 s0 10 il d1 il g3 sl 10 g2 s0 10 Describe the factors and find their parameters using ML training from the given data. (Hint: if you encounter division by zero you need to use Laplace smoothing:
Assume the following Bayesian network that describes the chance of students getting into college based on
recommendation letters and SAT scores. Students' grades, the difficulty of the courses, and their intelligence
affect their SAT scores and chances of getting good letters based on the given Bayesian network.
Difficulty
Intelligence
Grade
Letter
SAT
The network has the following variables:
• Difficulty: Val(D) = {d0, d1} = {easy, hard}
• Intelligence: Val(I) = {i0, i1} = {non smart, smart}
• Grade: Val(G) = {g0, g1, g2, g3} = {excellent, good, average, unsatisfactory}
• SAT: Val(S) = {s0, s1} = {low score, high score}
• Letter: Val(L) = {10,11} = {weak recomm. letter, strong recomm. letter}
Transcribed Image Text:Assume the following Bayesian network that describes the chance of students getting into college based on recommendation letters and SAT scores. Students' grades, the difficulty of the courses, and their intelligence affect their SAT scores and chances of getting good letters based on the given Bayesian network. Difficulty Intelligence Grade Letter SAT The network has the following variables: • Difficulty: Val(D) = {d0, d1} = {easy, hard} • Intelligence: Val(I) = {i0, i1} = {non smart, smart} • Grade: Val(G) = {g0, g1, g2, g3} = {excellent, good, average, unsatisfactory} • SAT: Val(S) = {s0, s1} = {low score, high score} • Letter: Val(L) = {10,11} = {weak recomm. letter, strong recomm. letter}
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