Definition:Symbolic Logic

Definition
Symbolic logic is the study of logic in which the logical form of statements is analyzed by using symbols as tools.

Instead of explicit statements, logical formulas are investigated, which are symbolic representations of statements, and compound statements in particular.

In symbolic logic, the rules of reasoning and logic are investigated by means of formal systems, which form a good foundation for the symbolic manipulations performed in this field.

Also known as
Some sources refer to this as mathematical logic, but it is generally preferred to reserve that term for its more specialised branch.

The term logistic can be seen for this branch of logic, but this can be confused with the (mathematical) science of logistics.

Also see
Branches of symbolic logic include:
 * Definition:Propositional Logic
 * Definition:Predicate Logic
 * Definition:Mathematical Logic