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inity13/decisionmatrix-mcp

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Deterministic multi-criteria decision analysis (MCDA) for AI agents over MCP — score, rank & explain options against weighted criteria. Weighted-sum, weighted-product, TOPSIS. Exac

MCP

inity13/decisionmatrix-mcp

Added 8 Sept 2026

#ai-agents #claude #cursor #decision-making #decision-matrix #javascript #llm-tools #mcda

Overview

Deterministic multi-criteria decision analysis (MCDA) for AI agents over MCP. Scores, ranks, and explains options against weighted criteria using weighted-sum, weighted-product, and TOPSIS methods with exact decimal arithmetic. Available as a live remote server or self-hosted.

Best for

Best for
Developers building AI agents that need transparent, reproducible multi-criteria ranking over MCP.

Use cases

  • Rank candidate solutions against weighted business or technical criteria
  • Provide transparent, reproducible decision explanations for agent workflows
  • Compare alternatives with TOPSIS when trade-offs need distance-based scoring

How to use

Install

npx -y decisionmatrix-mcp

Tools exposed

  • create_decision
  • score_options
  • sensitivity_analysis
  • compare_two
  • list_methods
  • health_check
  • weighted_product

Tested with

Claude Desktop, Cursor, VS Code

Example client config

{ "mcpServers": { "decisionmatrix": {\n    "type": "http", "url": "https://decisionmatrix-mcp.pages.dev/mcp" } } }

Notes

Deterministic multi-criteria decision analysis (MCDA) for AI agents over MCP. Scores, ranks, and explains options against weighted criteria using weighted-sum, weighted-product, and TOPSIS methods with exact decimal arithmetic. Available as a live remote server or self-hosted.

0 stars on GitHub. Last updated 2026-08-12. Licensed MIT.

Use cases

  • Rank candidate solutions against weighted business or technical criteria
  • Provide transparent, reproducible decision explanations for agent workflows
  • Compare alternatives with TOPSIS when trade-offs need distance-based scoring

Pros

  • Deterministic and exact decimal arithmetic avoids floating-point inconsistencies
  • Multiple MCDA methods (weighted-sum, weighted-product, TOPSIS) cover different decision styles
  • Flexible deployment: remote server or self-hosted

Cons

  • No stars or community traction yet, so maturity and support are unproven
  • Requires MCP integration, limiting use to MCP-compatible clients
  • Criteria weighting must be supplied manually; no built-in weight elicitation

Indexed from awesome-mcp-servers-punkpeye and enriched against its public facts.

Pros

  • Deterministic and exact decimal arithmetic avoids floating-point inconsistencies
  • Multiple MCDA methods (weighted-sum, weighted-product, TOPSIS) cover different decision styles
  • Flexible deployment: remote server or self-hosted

Cons

  • No stars or community traction yet, so maturity and support are unproven
  • Requires MCP integration, limiting use to MCP-compatible clients
  • Criteria weighting must be supplied manually; no built-in weight elicitation

Pairs with

Other entries in the index that connect to this one. Click through to see the chain.

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