Download An Inductive Logic Programming Approach to Statistical by K. Kersting PDF

By K. Kersting

During this booklet, the writer Kristian Kersting has made an attack on one of many toughest integration difficulties on the center of man-made Intelligence learn. This comprises taking 3 disparate significant components of study and making an attempt a fusion between them. the 3 components are: common sense Programming, Uncertainty Reasoning and laptop studying. each one of these is an enormous sub-area of analysis with its personal linked overseas learn meetings. Having taken on this sort of Herculean activity, Kersting has produced a chain of effects that are now on the middle of a newly rising sector: Probabilistic Inductive good judgment Programming. the hot region is heavily tied to, notwithstanding strictly subsumes, a brand new box often called 'Statistical Relational studying' which has within the previous few years won significant prominence within the American synthetic Intelligence study group. inside this e-book, the writer makes numerous significant contributions, together with the creation of a sequence of definitions which circumscribe the hot sector shaped by way of extending Inductive good judgment Programming to the case within which clauses are annotated with likelihood values. additionally, Kersting investigates the method of studying from proofs and the difficulty of upgrading Fisher Kernels to Relational Fisher Kernels.

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Extra resources for An Inductive Logic Programming Approach to Statistical Relational Learning

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All constants and variables are also terms . In addition, there exist structured terms such as s(X), which contains the functor s/1 of arity 1 and the term X. Constants are often considered as functors of arity 0. A first order alphabet Σ is a set of predicate symbols, constant symbols and functor symbols. , parent(jef, paul), nat(s(X)), parent(X, Z), etc. Literals are atoms nat(s(X)) (positive literal) and their negations not nat(s(X)) (negative literals). We are now able to define the key concept of a definite clause.

17 We might specify mode(daugther(+, −)) and mode(father(−, +)), meaning that the + arguments must be instantiated, whereas the − arguments will be bounded to the answer. ◦ 6 In general, a model can suffer from either underfitting or overfitting. A model that is not sufficiently complex can fail to fully detect the underlying rule of a complicated data set, leading to underfitting. A model that is too complex may fit the noise, not just the underlying rule, leading to overfitting and, for instance, wild predictions.

Subsumption is reflexive and transitive, but not antisymmetric as p(X) : − q(X) and p(X) : − q(X), q(Y) show. , a partially ordered set of equivalence classes. We say that a clause is reduced if it does not θ-subsume any of its subclauses. Every equivalence class contains a reduced clause that is unique up to variable renaming. , two clauses have a unique least upper bound and a greater lower bound under θ-subsumption. The least general generalization (least upper bound) of two conjunctions (clauses) under (θ-)subsumption is called lgg and is the least general conjunction (clause) that is subsumed by both conjunctions (clauses).

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