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"text": "Statistical relational learning (SRL) is a subdiscipline of artificial intelligence and machine learning that is concerned with domain models that exhibit both uncertainty (which can be dealt with using statistical methods) and complex, relational structure."

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"text": "1. Probabilistic Relational Models (PRM): A language for describing statistical models over typed relational domains

2. Markov Logic Networks (MLN): A probabilistic logic which applies the ideas of a Markov network to first-order logic, enabling uncertain inference

3. Relational Dependency Networks (RDN): A graphical models which extend dependency networks to account for relational data

4. Bayesian Logic Programs (BLP):"

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"text": "Statistical Relational Learning combines first order logic and machine learning methods for probabilistic inference. Although many Natural Language Processing tasks (including text classification, semantic parsing, information extraction, coreference resolution, and sentiment analysis) can be formulated as inference in a firstorder logic, most probabilistic firstorder logics are not efficient enough to be used for largescale versions of these tasks."

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Table of contents

Key takeawaysCollaboration platforms are essential to the new way of workingEmployees prefer engati over emailEmployees play a growing part in software purchasing decisionsThe future of work is collaborativeMethodologyStatistical relational learning (SRL) is a subdiscipline of artificial intelligence and machine learning that is concerned with domain models that exhibit both uncertainty (which can be dealt with using statistical methods) and complex, relational structure.

It is also sometimes known as probabilistic inductive logic programming. Specifically, statistical relational learning deals with machine learning and data mining in relational domains where observations may be missing, partially observed, or noisy. In doing so, it addresses one of the central questions of artificial intelligence – the integration of probabilistic reasoning with machine learning and first-order and relational representations – and deals with all related aspects such as reasoning, parameter estimation, and structure learning.

There are 4 main Models in statistical relational learning.

- Probabilistic Relational Models (PRM): A language for describing statistical models over typed relational domains
- Markov Logic Networks (MLN): A probabilistic logic which applies the ideas of a Markov network to first-order logic, enabling uncertain inference
- Relational Dependency Networks (RDN): A graphical models which extend dependency networks to account for relational data
- Bayesian Logic Programs (BLP):

Statistical Relational Artificial Intelligence (StarAI) combines logical (or relational) AI and probabilistic (or statistical) AI. Relational AI deals very effectively with complex domains involving many and even a varying number of entities connected by complex relationships, while statistical AI manages well the uncertainty that derives from incomplete and noisy descriptions of the domains. Both fields achieved significant successes over the last thirty years. Relational AI laid the foundation of knowledge representation and has significantly broadened the application domain of data mining especially in bio- and chemo-informatics.

It now represents some of the best-known examples of scientific discovery by AI systems in the literature. Statistical AI, in particular the use of probabilistic graphical models, has revolutionized AI, too, by exploiting probabilistic independencies. The independencies specified in such models are natural, provide structure that enables efficient reasoning and learning, and allow one to model complex domains. Many AI problems arising in a wide variety of fields such as machine learning, diagnosis, network communication, computational biology, computer vision, and robotics have been elegantly encoded and solved using probabilistic graphical models.

However, both fields evolved largely independently until about fifteen years ago, when the potential originating from their combination started to emerge. Statistical Relational Learning (SRL) was proposed for exploiting relational descriptions in statistical machine learning methods from the field of graphical models. Languages such as Markov Logic Networks, Relational Dependency Networks, PRISM, Probabilistic Relational Models, ProbLog allow the user to reason and learn with models that describe complex and uncertain relationships among domain entities.

- Object Classification - Predicting the category of an object based on its attributes and its links and attributes of linked objects
- Object Type Prediction - Predicting the type of an object based on its attributes and its links and attributes of linked objects
- Link Classification - Predicting type or purpose of link based on properties of the participating objects
- Predicting Link Existence - Predicting whether a link exists between two objects
- Link Cardinality Estimation - Predicting the number of links to an object or predicting the number of objects reached along a path from an object
- Entity Resolution - Predicting when a collection of objects are the same, based on their attributes and their links
- Group Detection - Predicting when a set of entities belong to the same group based on clustering both object attribute values and link structure
- Predicate Invention - Inducing a new general relation/link from existing links and paths
- collective classification, i.e. the (simultaneous) prediction of the class of several objects given objects' attributes and their relations
- Link-based clustering - The grouping of similar objects, where similarity is determined according to the links of an object, and the related task of collaborative filtering
- Social network modelling - The process of investigating social structures through the use of networks and graph theory

Statistical Relational Learning combines first order logic and machine learning methods for probabilistic inference. Although many Natural Language Processing tasks (including text classification, semantic parsing, information extraction, coreference resolution, and sentiment analysis) can be formulated as inference in a firstorder logic, most probabilistic firstorder logics are not efficient enough to be used for largescale versions of these tasks.

Representing and reasoning about unbounded sets of entities and relations has generally been considered a strength of predicate logic. However, NLP also requires integrating uncertain evidence from a variety of sources in order to resolve numerous syntactic and semantic ambiguities. Effectively integrating multiple sources of uncertain evidence has generally been considered a strength of Bayesian probabilistic methods and graphical models. Consequently, NLP problems are particularly suited for SRL methods that combine the strengths of first-order predicate logic and probabilistic graphical models.

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