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Research / Machine generated

Conditional Constrained Routing and Metric Bridging for SymbolicAI Workflows Under CPU-Only Budgets

Published with an anonymised author line — the document prints Anonymous authors / Paper under review. It is reproduced here exactly as generated.

Year
2026
Length
19 pages

How to read this

Written end to end by an agent. Published unedited, as evidence of what the system produces. It has not been reviewed, and no claim in it has been checked by a person. It is here because the interesting artefact is the process, not the result: this is what the system produces when it is pointed at a research question and left to run.

Abstract

Modular language-agent systems increasingly combine large language models, tool calls, and symbolic operators, but objective design and evaluation practice remain misaligned: trajectory-quality surrogates, benchmark-native outcomes, and deployment constraints are often optimized in isolation. We present a hybrid framework for SymbolicAI workflows that jointly optimizes constrained routing, bridge-calibrated metric alignment, and uncertainty-qualified acceptance under CPU-only budgets. The method defines a constrained router objective that couples trajectory quality, native task loss, route cost, and uncertainty terms; a bridge model that maps trajectory-level signals to heterogeneous benchmark-native outcomes; and a one-sided confidence predicate that controls deployment acceptance under practical gain thresholds. Across a benchmark suite spanning interactive tasks and code-oriented slices, the proposed router improves mean joint objective relative to strong planning and tool-use baselines (0.739 versus 0.701 for fixed-route SymbolicAI and 0.688 for OR- Toolformer-style routing), and the full bridge model improves both gain and calibration relative to distance-only controls (mean Γ = 0.060; AUROC = 0.742; ECE = 0.118). Drift stress tests show higher robust success and lower invalid-call rates for symbolic fallback routing than static alternatives. Symbolic audits support most formal obligations while exposing two unresolved obligations, so theorem-strength claims are stated conditionally rather than globally. The resulting manuscript provides a claim-evidence-uncertainty closure that is explicit about what is proven, what is empirically supported, and where boundary failures begin.