Table 1 Some examples of logical relations
From: Agent-based modelling as a research tool for criminological research
Logical relation | Meaning |
|---|---|
A ∧ B ↠C | if A is true and B is true, then C will be true |
A ∨ B ↠C | if A is true, B is true, or both are true, then C will be true |
A(X) ↠B(X) | if A is true for a specific value of X, then B will be true for that value of X |
not(A) ↠B | if A is not true, then B will be true |
A(X) ∧ X > 52↠B | if A is true for a specific value of X, which is larger than 52, then B will be true |