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„Application of Probabilistic ILP II“, FP6-508861 www.aprill.org. Probabilistic Logic Learning . al and Relational. Probability. Logic. Learning. James Cussens University of York UK. Kristian Kersting University of Freiburg Germany.
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„Application of Probabilistic ILP II“, FP6-508861 www.aprill.org Probabilistic Logic Learning al and Relational Probability Logic Learning James Cussens University of York UK Kristian Kersting University of Freiburg Germany
Special thanks to the APrIL II consortium • „Application of Probabilistic ILP“ • 3 years EU project • 5 institutes • www.aprill.org Heikki Mannila Stephen Muggleton, Mike Sternberg Subcontractor: James Cussens Luc De Raedt Subcontractor: Manfred Jaeger François Fages Paolo Frasconi
... special thanks ... ... for discussions, materials, and collaborations to Alexandru Cocura,Uwe Dick, Pedro Domingos, Peter Flach, Thomas Gaertner, Lise Getoor, Martin Guetlein, Bernd Gutmann, Tapani Raiko, Reimund Renner, Richard Schmidt, Ingo Thon, ...
Tutorial´s Aims • Introductory survey • Identification of important probabilistic, relational/logical and learning concepts
Objectives One of the key open questions of AI concerns Probabilistic Logic Learning: The integration of probabilistic reasoningwith Probabilitiy first order / relational logic representationsand Logic Learning machine learning.
Text Classification Computer troubleshooting Economic Why do we need PLL? Robotics Medicine Diagnosis Prediction Classification Decision-making Description Web Mining Computational Biology Let‘s look at an example PLMs
Web Mining / Linked Bibliographic Data / Recommendation Systems / … [illustration inspired by Lise Getoor] book book author book author publisher book publisher Real World
Web Mining / Linked Bibliographic Data / Recommendation Systems / … books B2 authors publishers B1 B3 series A2 author-of publisher-of A1 P2 B4 P1 Fantasy Science Fiction Real World
Not flat but structured representations: Multi-relational, heterogeneous and semi-structured Structured Domains Dealing with noisy data, missing data and hidden variables Uncertainty Knowledge Acquisition Bottleneck, Data cheap Machine Learning Why do we need PLL? Real World Applications Let‘s look at some more examples
AA AA AA aa aa aa AA aa Aa AA Aa Aa AA Aa Aa aa Aa aa Aa Aa aa AA Aa Blood Type / Genetics/ Breeding • 2 Alleles: A and a • Probability of Genotypes AA, Aa, aa ? Father Mother Offspring Prior for founders CEPH Genotype DB,http://www.cephb.fr/
Others Social Networks Protein Secondary Structure Data Cleaning Scene interpretation ? Phylogenetic Trees Metabolic Pathways
SRL ; Why do we need PLL ? Statistical Learning (SL) Probabilistic Logics Uncertainty • attribute-value representations: some learning problems cannot (elegantly) be described using attribute value representations • no learning: to expensive to handcraft models + soft reasoning, expressivity + soft reasoning, learning PLL Real World Applications Structured Domains Machine Learning Inductive Logic Programming (ILP) Multi-Relational Data Mining (MRDM) - crisp reasoning: some learning problems cannot (elegantly) be described without explicit handling of uncertainty + expressivity, learning
Why do we need PLL? • Rich Probabilistic Models • Comprehensibility • Generalization (similar situations/individuals) • Knowledge sharing • Parameter Reduction / Compression • Learning • Reuse of experience (training one RV might improve prediction at other RV) • More robust • Speed-up
When to apply PLL ? • When it is impossible to elegantly represent your problem in attribute value form • variable number of ‘objects’ in examples • relations among objects are important • Background knowledge can be defined intensionally : • define ‘benzene rings’ as view predicates
Overview • Introduction to PLL • Foundations of PLL • Logic Programming, Bayesian Networks, Hidden Markov Models, Stochastic Grammars • Frameworks of PLL • Independent Choice Logic,Stochastic Logic Programs, PRISM, • Bayesian Logic Programs, Probabilistic Logic Programs,Probabilistic Relational Models • Logical Hidden Markov Models • Applications