[[Symbolic logic]] is formal logic expressed in an abstract language, similar to the language of [[algebra]]. It uses variable names for propositions and various symbolic operators to stand for formal logical processes like conjunction (p and q), disjunction (p or q or both), and implication (p implies q or if p, then q). Symbolic logic does not differ from formal logic, except that in that the latter is written in the same language in which human beings regularly write and speak, whereas symbolic logic uses a language of its own. | [[Symbolic logic]] is formal logic expressed in an abstract language, similar to the language of [[algebra]]. It uses variable names for propositions and various symbolic operators to stand for formal logical processes like conjunction (p and q), disjunction (p or q or both), and implication (p implies q or if p, then q). Symbolic logic does not differ from formal logic, except that in that the latter is written in the same language in which human beings regularly write and speak, whereas symbolic logic uses a language of its own. |