In expert systems, we often face a problem of estimating the expert\u27s degree of confidence in a composite statement A & B based on the known expert\u27s degrees of confidence a = d(A) and b = d(B) in individual statements A and B. The corresponding estimate f&(a,b) is sometimes called an and -operation. Traditional fuzzy logic assumes that the same and -operation is applied to all pairs of statements. In this case, it is reasonable to justify that the and -operation be associative; such and -operations are known as t-norms. In practice, however, in different areas, different and -operations provide a good description of expert reasoning. As a result, when we combine expert knowledge from different areas into a single expert system, ...
In medical and other applications, expert often use rules with several conditions, each of which inv...
A large number of papers have been devoted to point out which combinations of the several fuzzy impl...
Aggregation of information represented by membership functions is a central matter in intelligent sy...
In the traditional fuzzy logic, we can use and -operations (also known as t-norms) to estimate the ...
In the traditional fuzzy logic, the expert\u27s degree of confidence d(A & B) in a complex statement...
How is fuzzy logic usually formalized? There are many seemingly reasonable requirements that a logic...
In the traditional (static) fuzzy logic approach, we select an and -operation (t-norm) and an or -...
How is fuzzy logic usually formalized? There are many seemingly reasonable requirements that a logic...
In the non-fuzzy (e.g., interval) case, if two expert\u27s opinions are consistent, then, as the res...
In many practical situations, we need to estimate our degree of belief in a statement A and B when...
In many applications of fuzzy logic, to estimate the degree of confidence in a statement A&B, we tak...
Abstract—In the traditional fuzzy logic, the expert’s degree of confidence d(A&B) in a complex s...
In the traditional (static) fuzzy logic approach, we select an “and”-operation (t-norm) and an “or”-...
The traditional fuzzy logic does not distinguish between the cases when we know nothing about a stat...
How is fuzzy logic usually formalized? There are many seemingly reasonable require-ments that a logi...
In medical and other applications, expert often use rules with several conditions, each of which inv...
A large number of papers have been devoted to point out which combinations of the several fuzzy impl...
Aggregation of information represented by membership functions is a central matter in intelligent sy...
In the traditional fuzzy logic, we can use and -operations (also known as t-norms) to estimate the ...
In the traditional fuzzy logic, the expert\u27s degree of confidence d(A & B) in a complex statement...
How is fuzzy logic usually formalized? There are many seemingly reasonable requirements that a logic...
In the traditional (static) fuzzy logic approach, we select an and -operation (t-norm) and an or -...
How is fuzzy logic usually formalized? There are many seemingly reasonable requirements that a logic...
In the non-fuzzy (e.g., interval) case, if two expert\u27s opinions are consistent, then, as the res...
In many practical situations, we need to estimate our degree of belief in a statement A and B when...
In many applications of fuzzy logic, to estimate the degree of confidence in a statement A&B, we tak...
Abstract—In the traditional fuzzy logic, the expert’s degree of confidence d(A&B) in a complex s...
In the traditional (static) fuzzy logic approach, we select an “and”-operation (t-norm) and an “or”-...
The traditional fuzzy logic does not distinguish between the cases when we know nothing about a stat...
How is fuzzy logic usually formalized? There are many seemingly reasonable require-ments that a logi...
In medical and other applications, expert often use rules with several conditions, each of which inv...
A large number of papers have been devoted to point out which combinations of the several fuzzy impl...
Aggregation of information represented by membership functions is a central matter in intelligent sy...