We present a concept for an automated theorem prover that employs a search control based
on ideas from several areas of artificial intelligence (AI). The combination of case-based …

Ω mega is a mixed-initiative system with the ultimate purpose of supporting theorem proving
in main-stream mathematics and mathematics education. The current system consists of a …

Hyper-heuristics aim to automate the heuristic selection process in order to operate well
across different problem instances, or even across different problem domains. A traditional …

The DISCOUNT system is a distributed equational theorem prover based on the teamwork
method for knowledge-based distribution. It uses an extended version of unfailing Knuth …

The teamwork method ([De93],[AD93]) is a concept for distributing deduction systems on
several processors. Its behavior is inspired by the behavior of a project team in a company …

This chapter surveys the research in parallel or distributed strategies for mechanical
theorem proving in first-order logic, and explores some of its connections with the research …

We present a knowledge-based distribution concept for sesxch problems that ot~ ex no
natural way to determine several agents to cooperate in finding a solution. Systems based …

This paper presents a taxonomy of parallel theorem-proving methods based on the control
of search (eg, master–slaves versus peer processes), the granularity of parallelism (eg, fine …

This article presents a taxonomy of strategies for fully-automated general-purpose first-order
theorem proving. It covers forward-reasoning ordering-based strategies and backward …

We present two learning inference control heuristics for equational deduction. Based on
data about facts that contributed to previous proofs, evaluation functions learn to select …