Reza Hesamiy

Controlled Partial Reconstruction Width (CPR-WIDTH-V2.0)

Controlled Partial Reconstruction Width (CPR-Width) is a reconstruction-oriented structural parameter for finite combinatorial problems. Instead of measuring the complete candidate space, CPR-Width measures the maximum number of task-relevant components that must remain simultane...

Controlled Partial Reconstruction Width (CPR-WIDTH-V2.0)

Controlled Partial Reconstruction Width (CPR-Width) is a reconstruction-oriented structural parameter for finite combinatorial problems. Instead of measuring the complete candidate space, CPR-Width measures the maximum number of task-relevant components that must remain simultane...

DRCC-Width-Zeta Method (DWZ-V2.2)

This work presents the DRCC-Width-Zeta method (DWZ-V2.2) as a concrete operationalization of the abstract DRCC stability condition 0<d_{\mathrm{rec}}^{\mathrm{DRCC}}(X) \le d_{\mathrm{frag}}^{\mathrm{DRCC}}(X)<\infty for the Riemann zeta function. The methodological contribution...

DRCC-Width-Zeta Method (DWZ-V2.2)

This work presents the DRCC-Width-Zeta method (DWZ-V2.2) as a concrete operationalization of the abstract DRCC stability condition 0<d_{\mathrm{rec}}^{\mathrm{DRCC}}(X) \le d_{\mathrm{frag}}^{\mathrm{DRCC}}(X)<\infty for the Riemann zeta function. The methodological contribution...

Controlled Partial Reconstruction Width (CPR-Width-V2)

Controlled Partial Reconstruction Width (CPR-Width) is a reconstruction-oriented structural parameter for finite combinatorial problems. Instead of measuring the complete candidate space, CPR-Width quantifies the maximum amount of task-relevant information that must remain simult...

DRCC-Width ZETA Method (DWZ-V2)

We study a controlled, finite-width approximation of the Riemann zeta function in the critical strip, the region between the boundary lines on which the real part of the complex variable equals zero and one. Our starting point is the DRCC stability condition, Dimensional Reductio...

Controlled Partial Reconstruction Width (CPR-Width-V2)

Controlled Partial Reconstruction Width (CPR-Width) is a reconstruction-oriented structural parameter for finite combinatorial problems. Instead of measuring the complete candidate space, CPR-Width quantifies the maximum amount of task-relevant information that must remain simult...

DRCC-Width ZETA Method (DWZ-V2)

We study a controlled, finite-width approximation of the Riemann zeta function in the critical strip, the region between the boundary lines on which the real part of the complex variable equals zero and one. Our starting point is the DRCC stability condition, Dimensional Reductio...