Formalize and verify a non-associative algebra with Lean 4.
npx skills add https://github.com/Dielawn-01/ProtorealZeta --skill protoreal-algebra
Please help me install this Agent Skill. Skill: protoreal-algebra Source: https://github.com/Dielawn-01/ProtorealZeta/tree/main Command: npx skills add https://github.com/Dielawn-01/ProtorealZeta --skill protoreal-algebra
This Skill formalizes a non-associative algebra, solving complex mathematical problems and enabling advanced applications in physics, AI, and cryptography.
Use the protoreal-algebra skill to verify the bridge identity, which is the fundamental relation of the algebra: ω · ι = -1.
High-intent search queries and answers about installing and using this skill.
You can formally verify a non-associative algebra in Lean 4 using this skill's 2400+ theorems. It defines a 5-component algebraic system and verifies the fundamental bridge identity ω · ι = -1.
A non-associative algebra enables advanced applications in physics, AI, and cryptography. This skill provides formally verified solutions for prime zeta functions, mass gaps, and quantum error correction.
Yes, you need Lean 4 to verify the bridge identity ω · ι = -1. This skill requires the Lean 4 prover to check its 2400+ theorems with zero unproven 'sorry' placeholders.
Yes, you can formally verify quantum error correction without unproven axioms using this skill. It contains 2400+ theorems with zero 'sorry' placeholders, ensuring complete mathematical correctness.
You formalize prime zeta functions by defining a 5-component non-associative algebraic system. This skill provides the verified mathematical framework to solve prime zeta functions within Lean 4.
parcadeiOrchestrate a five-phase formal theorem proving workflow with Lean 4 and Mathlib.
plurigridCompute the Ihara zeta function for graphs using the Bass-Hashimoto determinant formula.
my04337Plan and pre-validate Lean 4 proof strategies before theorem proving.
parcadeiVerify sigma-algebra axioms and check function measurability using Z3 and SymPy.
