Matrix 4x4 TransformsをChatGPTとClaudeに接続

最速日

595ms

最遅日

939ms

14日間の傾向

遅延傾向+14%

Matrix 4x4 Transforms 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_t9qyjwoYaMxt4rULFDjnoXzc2DJ8DDyXkYxd33os/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 — Matrix 4x4 Transforms capabilities are ready to use.

設定 · claude_desktop_config.jsonコピー

{
  "mcpServers": {
    "matrix-4x4-transforms-mcp": {
      "url": "https://edge.vinkius.com/vk_preview_t9qyjwoYaMxt4rULFDjnoXzc2DJ8DDyXkYxd33os/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？ Matrix 4x4 Transforms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

  グラフィックスエンジニア

  モデル、ビュー、プロジェクションの変換パイプラインの構築に利用できます。

• 02

  シミュレーション開発者

  物理演算や空間座標の正確な制御が必要なシミュレーション環境に最適です。

• 03

  ゲーム開発者

  オブジェクトの回転、拡大縮小、移動などの座標変換を迅速に処理できます。

• 01

  What kind of matrices does this MCP support?

  It supports 4x4 transformation matrices used for translation, rotation, scaling, and shearing.

• 02

  Can I convert quaternions to rotation matrices?

  Yes, the MCP includes capabilities to convert quaternions to 3x3 rotation matrices and vice versa.

• 03

  Does it handle perspective projection?

  Yes, the transform_point capability applies a 4x4 matrix to a 3D point and includes the perspective divide.

• 04

  How does it handle Euler angles?

  You can extract Euler angles from a rotation matrix, and the capability will warn you if gimbal lock is detected.

• 05

  Which AI clients can use this MCP?

  You can use this with any MCP-compatible client like Claude, Cursor, or Windsurf.

• 06

  What is homogeneous coordinates and why are they used?

  Homogeneous coordinates represent 3D points as 4D vectors [x, y, z, w]. This representation enables translation and projection operations to be expressed as linear transformations using 4x4 matrices. Points are converted back to 3D by dividing by the w-component (perspective divide) when w ≠ 1.

• 07

  How do I compose multiple transformation matrices?

  Use the compose_transforms capability with an array of matrices in application order. The first listed matrix is applied first to the point. Composition uses right-to-left multiplication: if a point transforms first by matrix A then by matrix B, the composition is B × A.

• 08

  What is gimbal lock and how does this capability handle it?

  Gimbal lock occurs when rotation axes align, causing loss of a degree of freedom. The matrix_to_euler_angles capability detects this condition and returns a gimbal_lock flag with an explanation. This helps identify problematic rotation sequences in your graphics pipeline.

• 09

  Why use quaternions instead of rotation matrices?

  Quaternions avoid gimbal lock and are numerically stable for interpolation and composition. The quaternion_to_rotation_matrix, quaternion_to_axis_angle, and axis_angle_to_quaternion capabilities enable seamless conversion between quaternion and matrix representations for optimal performance in different scenarios.

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