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First-Order Theorem Proving and Vampire
First-Order Theorem Proving and Vampire

Chapter 9
Chapter 9

Self-Referential Probability
Self-Referential Probability

Logic in Nonmonotonic Reasoning
Logic in Nonmonotonic Reasoning

... wholesale theories about the world and acting in accordance with them. Both commonsense and nonmonotonic reasoning are just special forms of a general scientific methodology in this sense. The way of thinking in partially known circumstances suggested by nonmonotonic reasoning consists in using rea ...
How to Go Nonmonotonic Contents  David Makinson
How to Go Nonmonotonic Contents David Makinson

Structural Types for the Factorisation Calculus
Structural Types for the Factorisation Calculus

minimum models: reasoning and automation
minimum models: reasoning and automation

THE PARADOXES OF STRICT IMPLICATION John L
THE PARADOXES OF STRICT IMPLICATION John L

... implication with a relation between meanings. However, we must be more explicit about just what this relation is. Let us begin with the case of analytic equivalence. It is probably the predominant view that the statement that p (e.g., the statement that 2 + 2 = 4) and the statement that q are analyt ...
x - Loughborough University Intranet
x - Loughborough University Intranet

Acts of Commanding and Changing Obligations
Acts of Commanding and Changing Obligations

... A word about my choice of monadic deontic operators here may be in order. Monadic deontic logics are known to be inadequate to deal with conditional obligations and R. M. Chisholm’s contrary-to-duty paradox; dyadic deontic logics are better in this respect. But there are still other problems which a ...
Knowledge Representation and Reasoning
Knowledge Representation and Reasoning

An Introduction to Proof Theory - UCSD Mathematics
An Introduction to Proof Theory - UCSD Mathematics

relevant reasoning as the logical basis of
relevant reasoning as the logical basis of

... i.e., the conclusion of a valid reasoning must be true if all premises are true. However, as a result of defining the material implication as a truth-function of its antecedent and consequent but ignoring whether or not there is a necessarily relevant and/or conditional relation between its antecede ...
19_pl
19_pl

Propositional Logic
Propositional Logic

Bootstrap Methods and Permutation Tests*
Bootstrap Methods and Permutation Tests*

Extracting Proofs from Tabled Proof Search
Extracting Proofs from Tabled Proof Search

Normal modal logics (Syntactic characterisations)
Normal modal logics (Syntactic characterisations)

Inference in FOL Last Lecture
Inference in FOL Last Lecture

... for each of these implications, find out whether all of its premises are now in the KB, in which case infer the consequent and add it to the KB, remembering how it was inferred. If necessary, attempt to prove the implication also via backward chaining premises that are conjuncts are processed one co ...
Gentzen`s original consistency proof and the Bar Theorem
Gentzen`s original consistency proof and the Bar Theorem

22c:145 Artificial Intelligence
22c:145 Artificial Intelligence

Combining Paraconsistent Logic with Argumentation
Combining Paraconsistent Logic with Argumentation

... but plausible argument orderings are possible in which C 6≺ D2 and so C defeats D2 . This is problematic, since s can be any formula, so any defeasible argument unrelated to A2 or B2 , such as D2 , can, depending on the argument ordering, be defeated by C. Clearly, this is extremely harmful, since t ...
Bounded Proofs and Step Frames - Università degli Studi di Milano
Bounded Proofs and Step Frames - Università degli Studi di Milano

P,Q
P,Q

Proofs
Proofs

1 2 3 4 5 ... 43 >

Statistical inference

Statistical inference is the process of deducing properties of an underlying distribution by analysis of data. Inferential statistical analysis infers properties about a population: this includes testing hypotheses and deriving estimates. The population is assumed to be larger than the observed data set; in other words, the observed data is assumed to be sampled from a larger population.Inferential statistics can be contrasted with descriptive statistics. Descriptive statistics is solely concerned with properties of the observed data, and does not assume that the data came from a larger population.
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