Automatically assigned DDC number: 006333

Manually assigned DDC number: 006333

Number of references: 16

Title: Main Research Contributions

Author:

Subject: Erica Melis Main Research Contributions

Description: of calculus-level proof steps, i.e. a large step, and thus relieves the user from applying too many single inference rules in a row. The overall motivation of the work in proof planning and theorem proving by analogy has been the disappointment with the results in traditional ATP that caused the Omega mega group as well as others to develop another vision for automated theorem proving. Proof planning was originally conceived as a mere extension of tactical theorem proving [2]. The idea is as follows: Plan operators, called methods, are created from tactics by adding specifications: preconditions, postconditions, and application conditions. Proof planning searches for a plan, i.e., for a sequence of methods, where the precondition of a method matches the postcondition of its predecessor in that sequence. 2 Knowledge-Based Proof Planning Problems The first proof planner, CL A M [3], was designed to prove theorems

Contributor: The Pennsylvania State University CiteSeer Archives

Publisher: unknown

Date: 1999-05-28

Format: ps

Identifier: http://citeseer.ist.psu.edu/206896.html

Source: http://www.ags.uni-sb.de/~melis/CV/summary.ps

Language: en

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