Logic is a theoretical programme which relies on mathematical methods and which can be applied in mathematics, computation and specific fields of philosophy. Logic has also connections to linguistics and law theory. In general, graduates can be employed in all areas which deal with formal and quantitative methods and rely on critical analysis of problems, often in formalized environments (software or legal companies, government or educational institutions). Graduates can continue in a doctoral programme (PhD) in logic.

Logic is a theoretical program in which mathematical methods are applied and applicable in mathematics, theoretical computer science, and specific areas of philosophy. Furthermore, logic is mainly related to linguistics or to legal science, but its graduates are employed in a number of other disciplines if they need to create concepts, work with causality and consequence, or use quantitative methods. A logic graduate is ready to continue to study logic or related programs in doctoral studies if he chooses an academic career. But it will also work well outside academia wherever systematic thinking is needed, where formalized texts such as computer programs or draft rules and laws are designed and data structures are designed. For example, they may be software or law firms.