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Towards A Tight Integration Of Syntactic Parsing With Semantic Disambiguation By Means Of Declarative Programming, Yuliya Lierler, Peter Schüller Jan 2013

Towards A Tight Integration Of Syntactic Parsing With Semantic Disambiguation By Means Of Declarative Programming, Yuliya Lierler, Peter Schüller

Computer Science Faculty Proceedings & Presentations

We propose and advocate the use of an advanced declarative programming paradigm – answer set programming – as a uniform platform for integrated approach towards syntax-semantic processing in natural language. We illustrate that (a) the parsing technology based on answer set programming implementation reaches performance sufficient for being a useful NLP tool, and (b) the proposed method for incorporating semantic information from FRAMENET into syntactic parsing may prove to be useful in allowing semantic-based disambiguation of syntactic structures.


Cmodels: Sat-Based Answer Set Programming System, Yuliya Lierler, Marco Maratea Feb 2007

Cmodels: Sat-Based Answer Set Programming System, Yuliya Lierler, Marco Maratea

Computer Science Faculty Publications

CMODELS [1, 2] is an answer set programming [3] system that uses the same frontend LPARSE as answer set solver SMODELS (http://www.tcs.hut.fi/Software/smodels/). CMODELS main computational characteristics is that it computes answer sets using a SAT solver for search.

The use of SAT solvers for generating answer sets is based on the fact that for logic programs satisfying syntactic condition, tightness, the answer set semantics is equivalent to the Clark’s completion semantics. In addition, [4] introduced concept of a loop formula, and demonstrated that the answer sets of a logic program are exactly the models of its completion that satisfy the …


Cmodels – Sat-Based Disjunctive Answer Set Solver, Yuliya Lierler Jan 2005

Cmodels – Sat-Based Disjunctive Answer Set Solver, Yuliya Lierler

Computer Science Faculty Proceedings & Presentations

Disjunctive logic programming under the stable model semantics [GL91] is a new methodology called answer set programming (ASP) for solving combinatorial search problems. This programming method uses answer set solvers, such as DLV [Lea05], GNT [Jea05], SMODELS [SS05], ASSAT [LZ02], CMODELS [Lie05a]. Systems DLV and GNT are more general as they work with the class of disjunctive logic programs, while other systems cover only normal programs. DLV is uniquely designed to find the answer sets for disjunctive logic programs. On the other hand, GNT first generates possible stable model candidates and then tests the candidate on the minimality using system …


Cmodels For Tight Disjunctive Logic Programs, Yuliya Lierler Jan 2005

Cmodels For Tight Disjunctive Logic Programs, Yuliya Lierler

Computer Science Faculty Proceedings & Presentations

Disjunctive logic programming under the stable model semantics [GL91] is a new answer set programming (ASP) methodology for solving combinatorial search problems. It is a form of declarative programming related to logic programming languages, such as Prolog, where the solutions to a problem are represented by answer sets, and not by answer substitutions produced in response to a query as in convential logic programming. Instead of Prolog systems, this programming method uses answer set solvers, such as smodels1, smodelscc2, cmodels3, dlv4, and gnt1. These systems made it possible for ASP to be successfully applied in such areas as planning, bounded …


Computing Answer Sets Of A Logic Program Via-Enumeration Of Sat Certificates, Yuliya Lierler, Marco Maratea Jan 2003

Computing Answer Sets Of A Logic Program Via-Enumeration Of Sat Certificates, Yuliya Lierler, Marco Maratea

Computer Science Faculty Proceedings & Presentations

Answer set programming is a new programming paradigm proposed based on the answer set semantics of Prolog. It is well known that an answer set for a logic program is also a model of the program's completion. The converse is true when the logic program is "tight". Lin and Zhao showed that for non-tight programs the models of completion which do not correspond to answer sets can be eliminated by adding to the completion what they called "loop formulas". Nevertheless, their solver ASSAT 1 has some disadvantages: it can work only with basic rules, and it can compute only one …