Một số đánh giá trong cơ chế suy diễn của mô hình heuristic với lan truyền có cận. doc

0 t(A) 1-f(A) 1

P(A):

P(B):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

P(B):

0 t(A) 1-f(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

P(B):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 f(A) 1-t(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

0 t(B) 1-f(B) 1

P(B):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

0 t(B) 1-f(B) 1

P(B):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 f(A) 1-t(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

0 t(B) 1-f(B) 1

P(B):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

0 t(A) 1-f(A) 1

P(A):

0 t(B) 1-f(B) 1

P(B):

0 f(B) 1-t(B) 1 P(B):

0 f(A) 1-t(A) 1

P(A):

0 f(A) 1-t(A) 1

P(A):