In the "Not-always-lying politician"
problem, what's the probability that a particular sentence is true?
Ans : p=2/3
I am referring to the
"Not-always-lying politician" as to one that either tells a lie or the truth, but never 2 lies in a row. No connection to packages of 10 statements and to his initial statements. Denote by p thr probability of present statement to be true. The previous statement awas true with probability p as well,- and was false with a probability 1-p.
collaborating previous results convergence