|Abstract||An inductive logic is a system of inference that
describes the relation between propositions on data, and
propositions that extend beyond the data, such as predictions
over future data, and general conclusions on all possible data.
Statistics, on the other hand, is a mathematical discipline that
describes procedures for deriving results about a population
from sample data. These results include predictions on future
samples, decisions on rejecting or accepting a hypothesis about
the population, the determination of probability assignments
over such hypotheses, the selection of a statistical model for
studying the population, and so on. Both inductive logic and
statistics are calculi for getting from the given data to
propositions or results that transcend the data| |Keywords||No
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Willem Romeijn (2004). Hypotheses and Induc