Index / devtools

io.github.daedalus/mcp-number-theory

io-github-daedalus-mcp-number-theory declares 55 capabilities across 55 tools, with 2 critical issues.

96/100 exposureHigh exposure

Manifest recorded 2026-10-15 from tools/list answered by the PyPI package mcp-number-theory==0.1.0 (published to PyPI as mcp-number-theory, listed in the official MCP registry as io.github.daedalus/mcp-number-theory 0.1.0), run in an isolated container with no network access and no credentials. The date changes only when the manifest does. Not verified by a maintainer.

Issues

These describe what this server's manifest declares. A product can provide controls that MCP has no way to express — token revocation, an admin console, audit logs — and this page cannot see them. The absence of a declaration is not evidence that a control is absent.

critical · no-revocation · All 55 tools

55 of 55 tools declare no way for the customer to switch them off once granted. This applies to every tool because MCP has no field in which to declare a revocation mechanism; the product may provide one outside MCP that a manifest cannot show.

critical · irreversible-uncapped · 1 of 55 tools

1 tool is classified as irreversible and declares no limit.

high · no-expiry · All 55 tools

55 of 55 tools declare no expiry. This applies to every tool because MCP has no field in which to declare an expiry; the product may provide one outside MCP that a manifest cannot show.

high · no-audit-trail · All 55 tools

55 of 55 tools declare no record of their actions that the customer can read. This applies to every tool because MCP has no field in which to declare an audit requirement; the product may provide one outside MCP that a manifest cannot show.

high · uncapped-write · 44 of 55 tools

44 tools can modify data and declare no limit.

low · uncapped-read · 10 of 55 tools

10 tools can read data and declare no limit.

Declared capabilities

How each tool was read. declared means the server's own annotation said so — self-reported and unverified. inferred is from the tool's name. assumed means nothing indicated either way.

Tool	Read as	Basis
`gcd`	`write`	assumed
`isqrt`	`write`	assumed
`introot`	`write`	assumed
`invmod`	`write`	assumed
`gcdext`	`write`	assumed
`is_square`	`read`	inferred
`is_cube`	`read`	inferred
`next_prime`	`read`	inferred
`is_prime`	`write`	assumed
`fib`	`write`	assumed
`primes`	`read`	inferred
`lcm`	`write`	assumed
`invert`	`write`	assumed
`powmod`	`write`	assumed
`ilog2`	`write`	assumed
`ilog`	`write`	assumed
`ilog10`	`write`	assumed
`phi`	`write`	assumed
`chinese_remainder`	`write`	assumed
`legendre`	`write`	assumed
`tonelli`	`write`	assumed
`dlp_bruteforce`	`write`	assumed
`fac`	`write`	assumed
`lucas`	`write`	assumed
`is_lucas`	`read`	inferred
`find_period`	`read`	inferred
`trivial_factorization_with_n_phi`	`write`	assumed
`brent`	`write`	assumed
`carmichael`	`write`	assumed
`fermat`	`write`	assumed
`pollard_rho`	`write`	assumed
`pollard_P_1`	`write`	assumed
`williams_pp1`	`write`	assumed
`shor`	`write`	assumed
`SQUFOF`	`write`	assumed
`hart`	`write`	assumed
`kraitchik`	`write`	assumed
`lehman`	`write`	assumed
`euler_factorization`	`write`	assumed
`dixon`	`write`	assumed
`wiener`	`write`	assumed
`pollard_strassen`	`write`	assumed
`factor_XYXZ`	`write`	assumed
`factor_2PN`	`write`	assumed
`lehmer_machine`	`write`	assumed
`repunit_factor`	`write`	assumed
`factor_high_and_low_bits_equal`	`write`	assumed
`difference_of_powers_factor`	`write`	assumed
`getpubkeysz`	`read`	inferred
`neg_pow`	`read`	inferred
`contfrac_to_rational`	`write`	assumed
`powmod_base_list`	`read`	inferred
`powmod_exp_list`	`read`	inferred
`close_factor`	`delete`	inferred
`inverseinversesqrt2exp`	`write`	assumed

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