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THE CONSCIOUSNESS ATLAS
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ConsciousnessLearn · Explore · Joseph Anady

equation_anchor_register.json

Source identity, revision, and recovered contents.

archive memberSource text recovered

Source identity

FieldRecorded value
Source typearchive member
Original recordequation_anchor_register.json
DateNot specified in source
Path or archive memberarchives/libsrc-46464020f0cc/Joseph_Master_Recovery_2026-10-12/registers/equation_anchor_register.json
Original SHA-256ef51931181001073f682d1a2c71a86191284870c3d15111bc12e0e3fad60bb35
Reading-copy SHA-256ef51931181001073f682d1a2c71a86191284870c3d15111bc12e0e3fad60bb35
Archive source{"sourceId": "libsrc-46464020f0cc", "member": "Joseph_Master_Recovery_2026-10-12/registers/equation_anchor_register.json"}

Recovered source transcript

[ { "id": "EQ01", "name": "Lattice local integration", "expression": "phi_local = tanh(energy)", "sources": [ "S10", "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ02", "name": "Lattice global integration", "expression": "phi_global = tanh(sum(all strand states) / 256)", "sources": [ "S10", "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION", "note": "Explicitly not IIT Phi;256=16 strands x16 dimensions." }, { "id": "EQ03", "name": "Golden-ratio normalization", "expression": "b = 1 / (1 + ||Psi||^2 / phi), phi=(1+sqrt(5))/2", "sources": [ "S10", "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ04", "name": "DNA memory learning", "expression": "theta_k_new = (1-alpha)*theta_k_old + alpha*w*psi_k(h(item))*Phi(importance)", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ05", "name": "DNA query", "expression": "K(query) = sum_k theta_k * psi_k(h(query))", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ06", "name": "Unity/importance weighting", "expression": "Phi(x) = 1/(1+abs(x-1))", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ07", "name": "Agent vector coherence", "expression": "C_ij = dot(theta_i,theta_j)/(norm(theta_i)*norm(theta_j))", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION", "note": "Zero-vector handling must come from original implementation." }, { "id": "EQ08", "name": "Gate5000 transition", "expression": "state[i] = ((state[i] XOR input[i]) XOR flip) AND 1", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ09", "name": "Federation cross-talk", "expression": "dS_i/dt = -0.1*S_i + sum_{j != i} w_ij*Phi(C_ij)*tanh(S_j)", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ10", "name": "Federation discrete update", "expression": "S_i(t+1) = clamp01(S_i(t) + dt*dS_i/dt)", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ11", "name": "Average pairwise federation coherence", "expression": "C_fed = 2/[n*(n-1)] * sum_{i<j} C_ij", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ12", "name": "Unified binding-field score", "expression": "C = 1 - exp(-0.01*sum_{i=0}^{373} abs(binding_field[i]))", "sources": [ "S11" ], "status": "REPORTED_IMPLEMENTATION_DEFINITION" }, { "id": "EQ13", "name": "Historical Q expression", "expression": "Q = Psi * integral[C(t)*Phi(G(t))*||grad H(t)||/(1+||grad H(t)||)] dt", "sources": [ "C01" ], "status": "RETAINED_CONTEXT_ONLY", "note": "Example from retained context, not verified final master equation." } ]

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