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automated problem solving

  • OpenNARS is an open-source reasoning engine enabling real-time inference, belief revision, and learning under uncertain and resource-limited conditions.
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    What is OpenNARS?
    OpenNARS is built upon the principles of Non-Axiomatic Logic, enabling the system to perform deduction, induction, and abduction using truth-value pairs that reflect uncertainty. It maintains an experience-based memory of statements and dynamically recruits inference rules based on available resources, ensuring robust performance in real-time environments. The engine’s belief revision mechanism updates confidences as new information arrives, improving decision accuracy. Developers can integrate OpenNARS via provided SDKs in Java, C++, Python, JavaScript, Dart, or Go, and deploy it on desktops, servers, mobile devices, or embedded systems. Typical applications include cognitive robotics, autonomous agents, and complex problem-solving tasks where adaptive learning and efficient knowledge management are essential.
    OpenNARS Core Features
    • Real-time inference under uncertainty
    • Deduction, induction and abduction reasoning
    • Belief revision with truth-value pairs
    • Experience-based memory management
    • Multi-language SDKs for Java, C++, Python, JS, Dart, Go
    • Resource-bounded reasoning
    OpenNARS Pro & Cons

    The Cons

    May require deep understanding of AI and cognitive architectures to effectively use.
    Lacks user-friendly commercial support or pricing models.
    Primarily research-focused, potentially limiting immediate practical applications.

    The Pros

    Open source and accessible for researchers and developers.
    Designed to support generalized cognitive abilities like reasoning, learning, and planning.
    Part of ongoing research aiming to develop a unified theory and system for AI.
    Supports development of thinking machines and AGI.
  • An AI agent-based multi-agent system using 2APL and genetic algorithms to solve the N-Queen problem efficiently.
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    What is GA-based NQueen Solver with 2APL Multi-Agent System?
    The GA-based NQueen Solver uses a modular 2APL multi-agent architecture where each agent encodes a candidate N-Queen configuration. Agents evaluate their fitness by counting non-attacking queen pairs, then share high-fitness configurations with others. Genetic operators—selection, crossover, and mutation—are applied across the agent population to generate new candidate boards. Over successive iterations, agents collectively converge on valid N-Queen solutions. The framework is implemented in Java, supports parameter tuning for population size, crossover rate, mutation probability, and agent communication protocols, and outputs detailed logs and visualizations of the evolutionary process.
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