Sentence examples for courses of value from inspiring English sources

At the request of local authorities, the FBI co-operates in police training schools, affording training in such matters as firearms, fingerprint classification, traffic control, defensive tactics and other courses of value to law enforcement.

By doing this, it was thought that all of the objects in the range of his quantifier ∀x in Gg become extensions which have been identified as such, for the truth values were the only two objects of his system that had not been introduced as extensions or courses of value.

We give formal semantics in terms of a hybrid algebraic coalgebraic scheme, namely course-of-value iteration.

Frege called the course-of-values of a concept F its extension.

This principle asserts: the course-of-values of the function ƒ is identical to the course-of-values of the function g if and only if ƒ and g map every object to the same value.

The principle Frege used to systematize courses-of-values is Basic Law V (1893/§20;): The course-of-values of the concept ƒ is identical to the course-of-values of the concept g if and only if ƒ and g agree on the value of every argument (i.e., if and only if for every object x, ƒ(x) = g(x)).

The course-of-values of a function is a record of the value of the function for each argument.

Course-of-values recursion relaxes this condition, and it allows the use of any number of values for previous arguments.

2.4 Courses-of-Values, Extensions, and Proposed Mathematical Foundations 2.4.1 Courses-of-Values and Extensions Frege's ontology consisted of two fundamentally different types of entities, namely, functions and objects (1891, 1892b, 1904).

When a function ƒ is a concept, Frege called the course-of-values for that concept its extension.

Frege used the a Greek epsilon with a smooth breathing mark above it as part of the notation for signifying the course-of-values of the function ƒ: ε'ƒ where the first occurrence of the Greek ε (with the smooth breathing mark above it) is a 'variable-binding operator' which we might read as 'the course-of-values of'.