On the relation between probabilistic logic and statistical inference /
Youssef Prince Attya
On the relation between probabilistic logic and statistical inference / عن العلاقة بين المنطق الاحتمالى و الاستدلال الإحصائى Youssef Prince Attya ; Supervised Elsayed Elsherpieny - Cairo : Youssef Prince Attya , 2014 - 68 Leaves ; 30cm
Thesis (M.Sc.) - Cairo University - Institute of Statistical Studies and Research - Department of Mathematical Statistics
A new kind of continuous infinite valued logic will be introduced. The elements of this logic are truth function t that assigns truth value belongs to [0, 1] to any statement, value from a scale of deterministic variable or any function of deterministic variable to represent different degrees of truth, probability function p to assign value from the range [0, 1] to any event or random variable to represent degree of likelihood, both truth and probability functions satisfies the classical axioms of probability theory
Probabilistic logic Statistical inference Truth function
On the relation between probabilistic logic and statistical inference / عن العلاقة بين المنطق الاحتمالى و الاستدلال الإحصائى Youssef Prince Attya ; Supervised Elsayed Elsherpieny - Cairo : Youssef Prince Attya , 2014 - 68 Leaves ; 30cm
Thesis (M.Sc.) - Cairo University - Institute of Statistical Studies and Research - Department of Mathematical Statistics
A new kind of continuous infinite valued logic will be introduced. The elements of this logic are truth function t that assigns truth value belongs to [0, 1] to any statement, value from a scale of deterministic variable or any function of deterministic variable to represent different degrees of truth, probability function p to assign value from the range [0, 1] to any event or random variable to represent degree of likelihood, both truth and probability functions satisfies the classical axioms of probability theory
Probabilistic logic Statistical inference Truth function