Author
Karim Daghbouche
Recent research
- AI & ComputingOpen access
Fix Cook--Nguyen's two-sorted language \(L_{FP}\), its universal theory \(VPV\), and named \(L_{FP}\)-functions for admittedness, response, preparation, carrier coding, decoding, and dynamics. With the instance string as a free parameter, we give bounded formulas for response sou...
- AI & ComputingOpen access
One-Way Permutations and the Conditional Unprovability of Exact Semantic Carrier Separation in PV
The Exact Semantic Carrier condition EC1b requires a distinguishing admitted query whenever two carrier codes differ. We study this requirement in a fixed conservative definitional extension of Cook's universal theory \(\mathbf{PV}\). A width \(n\) is represented by a supplied ma...
- BiologyOpen access
Response Quotients for Exact Semantic Representation
Given a state space, admitted interface space, outcome space, and response map, we identify states that agree under every admitted query. The resulting response quotient carries a uniquely descended Full Admitted Response. We define response spaces and response-equivalence-preser...
- BiologyOpen access
Response Quotients for Exact Semantic Representation
Given a state space, admitted interface space, outcome space, and response map, we identify states that agree under every admitted query. The resulting response quotient carries a uniquely descended Full Admitted Response. We define response spaces and response-equivalence-preser...
- AI & ComputingOpen access
Fix Cook--Nguyen's two-sorted language \(L_{FP}\), its universal theory \(VPV\), and named \(L_{FP}\)-functions for admittedness, response, preparation, carrier coding, decoding, and dynamics. With the instance string as a free parameter, we give bounded formulas for response sou...
- AI & ComputingOpen access
One-Way Permutations and the Conditional Unprovability of Exact Semantic Carrier Separation in PV
The Exact Semantic Carrier condition EC1b requires a distinguishing admitted query whenever two carrier codes differ. We study this requirement in a fixed conservative definitional extension of Cook's universal theory \(\mathbf{PV}\). A width \(n\) is represented by a supplied ma...