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Coupling Semi-Supervised Learning of Categories and Relations by Andrew Carlson, Justin Betteridge, Estevam R. Hruschka Jr. and Tom M. Mitchell School.

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Presentation on theme: "Coupling Semi-Supervised Learning of Categories and Relations by Andrew Carlson, Justin Betteridge, Estevam R. Hruschka Jr. and Tom M. Mitchell School."— Presentation transcript:

1 Coupling Semi-Supervised Learning of Categories and Relations by Andrew Carlson, Justin Betteridge, Estevam R. Hruschka Jr. and Tom M. Mitchell School of Computer Science Carnegie Mellon University presented by Thomas Packer

2 Bootstrapped Information Extraction Semi-Supervised: – Seed knowledge (predicate instances & patterns) – Pattern learners (uses learned instances) – Instance learners (uses learned patterns) Feedback Loop: – Rel 1 (X, Y) – Sent 1 (X, Y), Rel 0 (X, Y)  Pat 1 – Pat 1 : Sent 2 (A, B)  Rel 1 (A, B)

3 Challenges and Previous Solutions Semantic drift: Feedback loop amplifies error and ambiguities. Semi-Supervised learning often suffers from being under-constrained. Multiple mutually-exclusive predicate learning: Positive examples of one predicate are also negative examples of others. Category and predicate learning: Arguments must be of certain types.

4 Does More Look Harder?

5 Approach Simultaneous bootstrapped training of multiple categories and multiple relations. Growing related knowledge provides constraints to guide continued learning. Ontology Constraints: – Mutually exclusive predicates imply negative instances and patterns. – Hypernyms imply positive instances. – Relation argument type constraints imply positive category and negative relation instances.

6 Mutual Exclusion Constraint “city” and “scientist” categories are mutually exclusive. If “Boston” is an instance of “city”, then it is also a negative instance of “scientist”. If “mayor of arg1” is a pattern for “city”, then it is also a negative pattern for “scientist”.

7 Hypernym Constraints “athlete” is a hyponym of “person”. If “John McEnroe” is a positive instance of athlete, then it is also a positive instance of “person”.

8 Type Checking Constraints The “ceoOf()” relation must have arguments of type “person” and “company”. If “bicycle” is not a “person” then “ceoOf(bicycle, Microsoft)” is a negative instance of “ceoOf()”. If “ceoOf(Steve Ballmer, Microsoft)” is true, then “Steve Ballmer” is a positive instance of “person”. “Microsoft” handled similarly.

9 Coupled Bootstrap Learner

10 Knowledge Constraints Makes Extraction Easier

11

12 Conclusion Clearly shows improvements based on constraints. Could probably benefit by – adding probabilistic reasoning – larger corpus – higher thresholds – more contrastive categories – other techniques discussed in this class

13 Questions


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