Linear Recurrence Minimal PolynomialをAIに接続

最速日

1082ms

最遅日

1195ms

14日間の傾向

遅延傾向+10%

Linear Recurrence Engine Connector

準備完了です。MCPクライアントを選択し、セットアップ手順に従ってください。

コネクタリンクhttps://edge.vinkius.com/vk_preview_Jk8sVNzVUNdLwqSHpUqBsmXu2vKPoi8QdkULXzNt/mcpコピー

Claude Desktop

以下の手順で数秒で接続できます。

1. 1In Claude Desktop, open Settings → Connectors.
2. 2Click “Add custom connector” and paste the connector link above as the remote MCP server URL.
3. 3Click Add and start a new chat — Linear Recurrence Engine capabilities are ready to use.

設定 · claude_desktop_config.jsonコピー

{
  "mcpServers": {
    "linear-recurrence-minimal-polynomial-mcp": {
      "url": "https://edge.vinkius.com/vk_preview_Jk8sVNzVUNdLwqSHpUqBsmXu2vKPoi8QdkULXzNt/mcp"
    }
  }
}

• Claude
• ChatGPT
• Cursor
• VS Code
• Windsurf
• Claude Code
• JetBrains
• Cline

各クライアントの手順ガイドはこちらです。 接続方法

Claude向けのガイド付きセットアップ？ Linear Recurrence EngineをClaudeや他のAIに設定する

このConnectorが対応するすべてのAIクライアントを見る ↑

• 01

  数学研究者

  数列の性質や最小多項式の解析を行う専門家。

• 02

  データサイエンティスト

  時系列データの規則性を特定し、将来の値を予測するエンジニア。

• 03

  計算機科学者

  アルゴリズムの設計や有限体を用いた計算理論を扱う研究者。

• 01

  What kind of arithmetic does this MCP support?

  It supports both exact rational arithmetic for precision and finite-field arithmetic for modular sequences.

• 02

  Can I use this with Claude or Cursor?

  Yes, you can connect this MCP to any MCP-compatible client like Claude, Cursor, or Windsurf.

• 03

  How do I know if I have enough numbers to find a recurrence?

  You can use the check_sequence_uniqueness capability to see if your input provides enough information for a unique solution.

• 04

  Can the AI predict future numbers in a sequence?

  Yes, once a recurrence is found, the generate_sequence_predictions capability can forecast future terms.

• 05

  How is the minimal recurrence determined?

  The find_minimal_recurrence capability identifies the shortest recurrence that fits the provided sequence.

• 06

  What is the difference between exact and finite-field arithmetic?

  Exact arithmetic uses rational numbers to maintain perfect precision, while finite-field arithmetic performs calculations within a prime number modulus.

• 07

  How can I predict future terms in a sequence?

  You can use the generate_sequence_predictions capability by providing the initial sequence, the discovered coefficients, and the recurrence order.

• 08

  What happens if my sequence is too short?

  If the sequence is too short to uniquely determine a recurrence, the find_minimal_recurrence capability will return an ambiguity flag.

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