Perform advanced number theory computations using the PARI/GP library through an MCP server. Ideal for developers building mathematical tools, cryptography applications, or research software that needs high-performance arithmetic and algebraic operations.
io.github.daedalus/mcp-parigp
Local install
STDIO
No auth required
How models use it and what it is built for.
Perform advanced number theory computations using the PARI/GP library through an MCP server. Ideal for developers building mathematical tools, cryptography applications, or research software that needs high-performance arithmetic and algebraic operations.
Local install — runs as a subprocess.
Where to find authoritative docs and source for Daedalus MCP Parigp.
Paste any of these into Agent Studio after connecting Daedalus MCP Parigp.
Common questions about connecting and running Daedalus MCP Parigp.
What is PARI/GP and why would I use this MCP server?
PARI/GP is a powerful computer algebra system specialized in number theory, offering fast arithmetic, factorization, and algebraic computations. This MCP server exposes PARI/GP's capabilities through a standard interface, letting you integrate advanced number theory into applications without managing PARI/GP directly.
How do I install and run the mcp-parigp server?
Install it with `uvx mcp-parigp@0.1.0`. The server uses stdio transport, so it communicates with your MCP client through standard input/output. Refer to your MCP client's documentation for how to configure and connect this server.
What number theory operations can I perform?
The server exposes cypari2 (Python bindings for PARI/GP), which supports factorization, primality testing, modular arithmetic, elliptic curves, and other advanced number theory functions. Consult the PARI/GP documentation for the full function reference.
Is there authentication or API key setup required?
The registry metadata does not mention authentication or API keys. The server runs locally via stdio transport, so setup is typically just installation and configuration in your MCP client.
What are the performance limits for large computations?
Performance depends on your system's resources and the complexity of the computation. For very large factorizations or algebraic operations, refer to PARI/GP's documentation and consider testing with your specific use case.
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