Basics of logic part 2


In the first post, I dealt with deductive arguments, which is the “classical” form of arguments. They are such that if their premises are true the conclusions are true. Deductive reasoning forms the core of the scientific method, is what most people regard as being logic. Deduction is most famously cited by Sherlock Holmes as his method of inquiry, the process of deduction is reasoning from one or more premises to reach a logically certain conclusion. In the application of the scientific method, the premises are often data regarding observations.

Inductive arguments on the other hand, are such that the truth of their premises, makes the conclusion more or less probable. Inductive arguments are either strong or weak. The premises within an inductive argument are viewed as supplying strong evidence for the truth of a conclusion, unlike the deductive where the premises are viewed as being true. In colloquial use, inductive reasoning is often defined as progression from particular/individual instances to broader generalization. While the philosophical definition is more nuanced, it is sufficive for this article to outline that an inductive argument indicates some degree of support for the conclusion, but does not entail it.

Abductive reasoning, is a form of inference which goes from observation to a theory that accounts for the observation. As with inductive reasoning, the premises do not guarantee the conclusion, and a colloquial way of understanding it would be “inference to the best explanation“. Continue reading