Jul 31, 2008 · One way of reasoning about partial functions with classical First-order Predicate Calculus (FoPC) is to use a non-strict equality notion so as ...
The connection between two ways of reasoning about partial functions. John S. Fitzgerald, Cliff B. Jones. ∗. School of Computing Science, Newcastle University ...
One way of reasoning about partial functions with classical First-order Predicate Calculus (FoPC) is to use a non-strict equality notion so as to insulate ...
The focus of the investigation is on the basic but fundamental two-valued classical logic proof procedure: resolution and the associated technique proof by ...
This paper addresses the relationship between the theorems derived in two logics that provide alternative ways of reasoning about partial functions. Theorems in ...
Sep 16, 2021 · Partial functions could be presented as relations in structures. In fact, since constants are functions and functions are relations, ...
Ordinary mathematics has no formal notion of a "partial function". Mathematicians sometimes informally talk about a function that's not defined on its entire ...
Missing: reasoning | Show results with:reasoning
John S. Fitzgerald , Cliff B. Jones : The connection between two ways of reasoning about partial functions. Inf. Process. Lett. 107(3-4): 128-132 (2008).
Oct 3, 2018 · Partial as opposed to total functions are chosen for two reasons. 1. to allow loops to diverge and 2. to model problems such as division by 0.
Nov 1, 2020 · A partial function is a function which may or may not be applicable to the provided argument. For instance, match ing on a sealed trait without ...
Missing: two reasoning