Proof step e-381fad74fe44e78a

parent_provers root_domain → concludes about Triangle read by rows, s_4(n, k) where s_m(n, k) are the Stirling-Frobenius cycle numbers of order m; n >= 0, k >= 0. JSON

Theorem

Parent-row provers of polytool polytool ?

Operation

Shared parent provers on the node's own rule

{
  "operation": "parent_provers",
  "route": "root_domain"
}

Premises

None: this step is a direct theorem check.

Claims

• { "claim": "real_rooted", "from_index": 0, "region": { "upper": { "closed": true, "value": "0" } } }

Verification and certificate

• polytool: replayed (the certificate replayed when the step was written)
• Lean: not attempted
• certificate: parent_provers, SHA-256 c16a58eeba924fd57150f645200f43efd77078331b98fc59add8d0d17eb010b8, 1,159 bytes (609 compressed); download JSON

Cited by

• n-9c5c208df8605708 (one_signed_coefficients)
• n-9c5c208df8605708 (hadamard_kernel)
• n-9c5c208df8605708 (real_rooted)