Inductive Logic - Stanford Encyclopedia of Philosophy
2004年9月6日 · An inductive logic is a logic of evidential support. In a deductive logic, the premises of a valid deductive argument logically entail the conclusion, where logical entailment …
Inductive Logic - Stanford Encyclopedia of Philosophy
2004年9月6日 · An inductive logic is a system of evidential support that extends deductive logic to less-than-certain inferences. For valid deductive arguments the premises logically entail the …
Inductive Logic - Stanford Encyclopedia of Philosophy
2004年9月6日 · An inductive logic is a system of reasoning that extends deductive logic to less-than-certain inferences. In a valid deductive argument the premises logically entail the …
C. Inductive Logic - Stanford Encyclopedia of Philosophy
Once turned into an explicit definition of \(c^*\), inductive logic results from combining deductive logic and its state-description semantics with that definition of the \(c^*\)-function.
Notes to Inductive Logic - Stanford Encyclopedia of Philosophy
Notes to Inductive Logic 1. Although enumerative inductive arguments may seem to be similar to what classical statisticians call estimation , it is not really the same thing.
The Problem of Induction - Stanford Encyclopedia of Philosophy
2018年3月21日 · Much of the development of inductive logic, including the influential programme by Carnap, proceeded in this manner (Carnap 1950, 1952). This approach helps to clarify the …
The Problem of Induction - Stanford Encyclopedia of Philosophy
2006年11月15日 · In recent times inductive methods have fissioned and multiplied, to an extent that attempting to define induction would be more difficult than rewarding. It is however …
Inductive Logic > Enumerative Inductions: Bayesian Estimation and ...
Enumerative induction is only a rather special case of inductive inference. However, such inferences are very common, and so worthy of careful attention. They arise, for example, in …
Aristotle’s Logic - Stanford Encyclopedia of Philosophy
2000年3月18日 · Aristotle’s logic, especially his theory of the syllogism, has had an unparalleled influence on the history of Western thought. It did not always hold this position: in the …
Logic and Probability - Stanford Encyclopedia of Philosophy
2013年3月7日 · The most important distinction is that between probability logic and inductive logic. Classically, an argument is said to be (deductively) valid if and only if it is impossible that …