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Connect Algebraic Number Arithmetic to ChatGPT and Claude

Set it up once and it works in ChatGPT, Claude, Cursor, and any other client you love. It all runs safely in the background, so you can relax and focus on what really matters. Get exact symbolic math without floating-point errors.

Ask AI about this Connector

Developed, maintained, and hosted by Vinkius.

MCP VERIFIED · PRODUCTION READY · VINKIUS GUARANTEED

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Works with modern AI clients that support MCP, including ChatGPT, Claude, Cursor, and more.

ChatGPTClaudeCursorPerplexityGeminiMicrosoft CopilotRaycastMeta AI

Your AI does the work. We keep it safe and sound.

No other AI tool gives you this. Your workflow runs in the client you already love, your account stays protected, and you decide what the agent can and cannot do. It is the whole reason to make the switch.

Each Connector lives inside our infrastructure, the same place where your workflow runs. The three things below are already part of it, working quietly in the background so you never have to think about them. Nothing to add, nothing to set up, nothing to worry about.

A futuristic MCP client docking bay
V8 Isolate01

Each Connector runs inside its own sealed environment.

Each Connector runs inside its own sealed V8 runtime — no access to your files, your system, or other servers. A Connector never sees past its own request.

Kill Switch02

One switch stops every agent. Instantly.

One action deactivates every Connector, revokes every token, and ends every session at once. AI Governance keeps the record.

FinOps per User03

Spending limits that pause instead of surprise.

Every user keeps their own connections and credentials, isolated from everyone else. Anything that would cross your spending limit is held for your approval, not billed.

Three controls, built into the layer your AI connects through.

Curated set · 4 capabilities

We ship only the actions that matter.

Capability set01 / 01

01-04

4 capabilities in this set.

Part of 4 available through Algebraic Number Arithmetic.

  1. 01

    Calculate arithmetic operation

    This capability performs exact arithmetic between two algebraic numbers. It avoids rounding errors by using polynomial-based calculations.

  2. 02

    Compare numbers

    This capability determines the relative order of two algebraic numbers. It provides a definitive comparison rather than a decimal approximation.

  3. 03

    Find canonical form

    This capability simplifies an algebraic number expression. It reduces the input to its unique minimal polynomial and embedding.

  4. 04

    Get conjugate set

    This capability retrieves all algebraic conjugates for a specific number. It identifies the full set of roots associated with the number's minimal polynomial.

Real work

What teams actually run

01

Symbolic Computation

Perform exact multiplication and addition on roots of polynomials.

02

Number Theory Research

Identify conjugates and minimal polynomials for specific algebraic numbers.

03

Mathematical Verification

Check the relative order of complex algebraic values to ensure correctness.

04

Polynomial Reduction

Simplify messy algebraic expressions into their unique canonical forms.

One connector, every AI

Algebraic Number Arithmetic works with the most popular AI clients.

These are the most popular clients, each with a step-by-step guide: one link, set up once, with governance and visibility built in. And because everything runs on the MCP standard, the same connection also works in any other compatible client — nothing to rebuild.

ClaudeClaudeChatGPTChatGPTGeminiGeminiPerplexityPerplexityGrokGrokMicrosoft CopilotMicrosoft CopilotCursorCursorVS CodeVS CodeWindsurfWindsurfJetBrainsJetBrainsClineClineLangChainLangChainVercel AI SDKVercel AI SDKLovableLovableZ.aiZ.aiRaycastRaycastQwen CodeQwen CodeKimi CodeKimi CodeLe ChatLe Chat

Building your own app? The connector is yours to use.

You don't need a client to put Algebraic Number Arithmetic to work: the same hosted connection plugs into your own applications and agent code, with the same governance on every request. Build with it, chat with it — one connection for both.

Observed, not estimated

1275ms average. Fast in production.

Algebraic Number Arithmetic is checked daily against the live service.

Daily averagePeak 1275ms
Oct 16Today
Fastest day
1275ms
Slowest day
1275ms
14-day trend
Stable0%

Connect your client

One URL. Every client.

Activate the Connector, copy your link, and paste it into the client you already use. 4 capabilities arrive ready to run.

Preview access · not provider authentication

The vk_preview_* token belongs to Vinkius preview infrastructure. It lets Claude discover and display the capabilities of Algebraic Number Arithmetic, so you can see the experience inside your AI.

It does not authenticate your account with Algebraic Number Arithmetic. Actions requiring credentials or live account data may not run until you activate the Connector and authorize the service.

Algebraic Number Arithmetic Connector

You're all set. Choose your MCP client and follow the setup instructions.

Connector linkhttps://edge.vinkius.com/vk_preview_MwccPzOY9ONGRj4bTrjDX96mEdsEMnZ34W9CgqRI/mcp

Claude Desktop

Follow the steps below to connect in seconds.

  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 — Algebraic Number Arithmetic capabilities are ready to use.
Configuration · claude_desktop_config.jsonCopy
{
  "mcpServers": {
    "algebraic-number-arithmetic-mcp": {
      "url": "https://edge.vinkius.com/vk_preview_MwccPzOY9ONGRj4bTrjDX96mEdsEMnZ34W9CgqRI/mcp"
    }
  }
}
  • Claude
  • ChatGPT
  • Cursor
  • VS Code
  • Windsurf
  • Claude Code
  • JetBrains
  • Cline

Step-by-step instructions for each client are in the guide. How to connect

Guided setup for Claude? Set up Algebraic Number Arithmetic in Claude and other AIs

See all the AI clients this connector works with ↑

Who it's for

Built for the work Algebraic Number Arithmetic owners hand off.

This MCP is built for professionals working in fields where mathematical precision is non-negotiable.

  • 01

    Mathematicians

    Hand off symbolic computation and polynomial reduction to the agent.

  • 02

    Computational Scientists

    Use the capability to maintain exactness in algebraic models.

  • 03

    Computer Algebra Researchers

    Offload the verification of algebraic properties to the MCP.

FAQ

Questions Algebraic Number Arithmetic owners ask.

  • 01

    How does this MCP handle precision?

    It uses minimal polynomials and root embeddings instead of floating-point numbers to ensure exact arithmetic.

  • 02

    Which AI clients can use this MCP?

    You can connect it to any MCP-compatible client like Claude, Cursor, Windsurf, or VS Code.

  • 03

    Can I compare irrational numbers?

    Yes, the compare_numbers capability allows your agent to determine the relative order of algebraic numbers.

  • 04

    What is a canonical form in this context?

    It is the most reduced form of an algebraic number, represented by its unique minimal polynomial and embedding.

  • 05

    Do I need to host this myself?

    No, Vinkius hosts and manages the MCP for you, so it is ready to use immediately after connection.

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