 Inductive arguments are arguments where observations about past instances and regularities lead to conclusions about future instances and general principles. For example, the observation that the sun has risen in the east every single day until now leads to the conclusion that it will rise in the east tomorrow, and to the general principle “the sun always rises in the east”. Generally speaking, inductive arguments are based on statistical frequencies, which then lead to generalizations beyond the sample of cases initially under consideration: from the observed to the unobserved. In a good, i.e., cogent, inductive argument, the truth of the premises provides some degree of support for the truth of the conclusion. In contrast with a deductively valid argument, in an inductive argument the degree of support will never be maximal, as there is always the possibility of the conclusion being false given the truth of the premises. A gloss in terms of possible worlds might be that, while in a deductively valid argument the conclusion will hold in all possible worlds where the premises hold, in a good inductive argument the conclusion will hold in a significant proportion of the possible worlds where the premises hold. The proportion of such worlds may give a measure of the strength of support of the premises for the conclusion (see entry on  inductive logic).