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Repositório GitHub

wolfram-hart

wolfram-hart contém 5 skills coletadas de James-Traina, com cobertura ocupacional por repositório e páginas de detalhe dentro do site.

skills coletadas
5
Stars
5
atualizado
2026-04-13
Forks
0
Cobertura ocupacional
1 categorias ocupacionais · 100% classificado
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Skills neste repositório

check
Desenvolvedores de software

This skill should be used when the user asks to "check Wolfram setup", "verify wolframscript installation", or invokes /wolfram-hart:check directly. It checks local and cloud Wolfram Engine configuration status.

2026-04-13
eval
Desenvolvedores de software

This skill should be used when the user asks to "evaluate Wolfram code", "run this Wolfram expression", or invokes /wolfram-hart:eval directly. It executes Wolfram Language code through the plugin's eval script.

2026-04-13
patterns
Desenvolvedores de software

This skill should be used when the user asks to "show computation patterns", "browse Wolfram patterns", or invokes /wolfram-hart:patterns directly. It displays indexed, copy-paste-ready Wolfram computation templates.

2026-04-13
setup
Desenvolvedores de software

This skill should be used when the user asks to "configure Wolfram settings", "change Wolfram mode", or invokes /wolfram-hart:setup directly. It manages per-project wolfram-hart settings.

2026-04-13
wolfram-hart
Desenvolvedores de software

This skill should be used when the user makes a math or science computation request — even when the answer seems easy to recall. Trigger phrases include: "what is the integral of x²", "solve x³ - 6x² + 11x = 6", "factor this polynomial", "find the eigenvalues of this matrix", "plot sin(x) from 0 to 2π", "convert 60 mph to km/h", "what's the Fourier transform of e^(-x²)", "minimize f(x,y) subject to a constraint". Also invoke for matrix operations of any size, exact symbolic integrals, ODE solving, data regression, modular arithmetic, and any mention of Wolfram, Mathematica, or Wolfram Language. Recalled math can silently contain errors; the Wolfram Engine verifies (e.g., a 4×4 matrix where recalled det=6 but the true det=12). Exception: truly trivial one-step problems (e.g., "what is 2+2") do not warrant the overhead.

2026-04-13