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Model does not support the hypothesisBiologyMedicine

Quorum Sensing Loss-of-Function Mutations Impose Polymicrobial Fitness Costs: A Computational Hypothesis for Combined QS-Inhibitor and QS-Dependent Antibiotic Therapy

John Goodman — OceanSparx Pty LtdJun 14, 2026

Abstract

Antibiotic resistance mediated through quorum sensing (QS) loss-of-function creates a strategic vulnerability: QS-deficient mutants escape QS-dependent antibiotic action but simultaneously lose access to cooperative extracellular public goods, making them exploitable as cheaters in polymicrobial environments. We formalize the hypothesis that combined QS-inhibitor therapy with QS-dependent antibiotics creates a doubly unfavorable evolutionary landscape for resistant mutants — simultaneously imposing antibiotic selection pressure and ecological disadvantage. Using Lotka-Volterra public-goods competition models, we derive conditions under which selection coefficients against QS-deficient mutants are strongly negative under combined therapy but near-zero under antibiotic monotherapy. The hypothesis predicts selection coefficients s ≤ −0.05 per passage in ≥5 of 6 replicates under combined therapy, versus positive selection under monotherapy. We present a complete experimental validation package comprising a 160-day, three-phase study using isogenic QS-deficient mutants (ΔlasR, ΔrhlR, Δagr) in polymicrobial competition assays.

Hypotheses

0/3 confirmed · 3 awaiting experimental validation

In polymicrobial competition assays, QS loss-of-function mutants of Gram-negative ESKAPE pathogens that demonstrate reduced QS-dependent antibiotic susceptibility will exhibit mean selection coefficients s ≤ −0.05 per serial passage cycle under combined QS-inhibitor plus QS-dependent antibiotic therapy, compared to selection coefficients s > 0 under antibiotic monotherapy alone.

The magnitude of fitness cost (|s|) will be proportional to the fraction of competitive fitness attributable to QS-regulated public goods in the test environment, as measured by comparative growth of ΔQS strains in conditioned vs. unconditioned media.

The combined therapy effect will be demonstrable in ≥2 of 3 canonical QS systems tested (LasR/RhlR in P. aeruginosa; Agr in S. aureus; LuxR/LuxI in V. fischeri), confirming generalizability beyond a single pathogen.

Key Findings

  • 1The Lotka-Volterra public-goods model does NOT produce the hypothesis (25 August 2026). Sweeping 400,000 parameter sets, the two arms of H₁ are satisfied together in 0.0% of the space, and the reason is structural rather than statistical: combined therapy is what drives public-goods availability toward zero, s decreases in that availability, so s under monotherapy is at most s under combined therapy for every possible parameter draw — while H₁ needs the reverse
  • 2In the stated fitnesses the cheater's advantage is the avoided production cost, which does not depend on public-goods availability at all, so removing the goods leaves that advantage untouched. No values of b, c_G or the antibiotic terms can satisfy both arms
  • 3The s ≤ −0.05 threshold is not a model output. It is borrowed from measured cheater costs in Sandoz et al. 2007 and chosen to clear a drift threshold; §3.1 of the paper states the model 'does not yield a precise numerical prediction because b and c_G are uncharacterised'
  • 4160-day, 3-phase experimental design proposed using ΔlasR, ΔrhlR (P. aeruginosa), Δagr (S. aureus) isogenic mutants — the design is intact, but its primary success criterion is unreachable under the paper's own model and must be restated before anyone runs it
  • 5The biology is not refuted: measured cheater costs are real and QS-deficient mutants may well pay one. What fails is the derivation offered here for a specific combined-versus-mono contrast

Source Discoveries

Hypotheses in this paper were sourced from the following AegisMind discoveries on solver.press.

Experimental Validation Package
Status: DO NOT RUN AS WRITTEN (25 August 2026). The primary success criterion — s ≤ −0.05 under combined therapy AND s ≥ 0 under monotherapy — cannot be met under this paper's own model, in which s under monotherapy is at most s under combined therapy for every parameter draw. Nothing in the four-arm design is wrong and the isogenic mutants are the right reagents; what has to change first is the criterion, which currently asks the experiment to produce an ordering the model forbids. Restate the contrast (or replace the model) before committing the $87k–$340k below. This is a defect in the derivation, not evidence against the biology.

160 days

Timeline

320

GPU hours

2,400

CPU hours

512 GB

Memory

$87k

Budget (min)

$340k

Budget (full)

Required Datasets

  • Isogenic mutants: P. aeruginosa PA14 ΔlasR, ΔrhlR (mCherry/GFP labelled); S. aureus Newman Δagr
  • Media: Artificial Sputum Medium (ASM) for CF-relevant P. aeruginosa; Todd-Hewitt broth for S. aureus
  • Flow cytometer (mCherry:GFP ratio quantification)
  • RNA-seq at passages 0, 10, 30
  • LC-MS/MS proteomics: elastase, pyocyanin, rhamnolipids
  • Allele-specific qPCR for compensatory mutation tracking

Experimental Protocol

Phase 1 (Days 1–50): Four-arm competition assays — Arm A (antibiotic monotherapy), Arm B (QS-inhibitor only), Arm C (combined), Arm D (no treatment). 30 serial passages at 24-hour intervals × 5 replicates per arm. Flow cytometry at each passage; MIC determination at passages 0, 5, 10, 20, 30.

Phase 2 (Days 51–110): Replicate in second QS system (Agr in S. aureus). Additional ≥5 independent passage cycles. RNA-seq at passages 0, 10, 30 to confirm QS regulon suppression.

Phase 3 (Days 111–160): LC-MS/MS proteomics for public-goods quantification. Allele-specific qPCR to confirm absence of compensatory mutations. Statistical analysis: logistic growth fit for selection coefficient s per passage; Mann-Whitney U for between-arm comparisons.

Success Criteria

Primary:

  • s ≤ −0.05 per passage under Arm C in ≥5/6 replicates; Arm A shows s ≥ 0
  • QS-deficient frequency ≤30% at passage 10 under Arm C vs. ≥70% under Arm A
  • Result replicates in ≥2/3 QS systems (LasR/RhlR, Agr)

Secondary:

  • Allele-specific qPCR: no compensatory mutations in >80% of tracked lineages
  • RNA-seq: QS regulon suppression ≥2-fold reduction (FDR < 0.05)
  • Public-goods proteins reduced ≥50% under Arms B and C

Failure Criteria

  • s > −0.02 with 95% CI overlapping zero across all replicates in Arm C
  • QS-deficient fixation > 50% in Arm C at passage 10
  • Compensatory mutations conferring QS-independent resistance in > 20% of lineages
  • Public-goods production equivalence between QS-proficient and QS-deficient strains

Abort Checkpoints

  • Day 15: Abort if no measurable fitness difference between Arm C and control after 10 passages
  • Day 30: Abort if QS-deficient frequency in Arm C ≥ Arm A (no selection pressure evident)
  • Day 50: Abort Phase 2 if Arm C replicates show s > −0.01 across all 5 replicates

Commercial ROI

Rational combination therapy design pairing QS-inhibitors with QS-dependent antibiotics as an evolutionary trap. Applicable to P. aeruginosa (cystic fibrosis, ventilator-associated pneumonia) and S. aureus (wound infection, bacteremia) — combined market >$2B annually. Biomarker development: QS-deficient allele frequency as real-time resistance evolution tracker.

Research ROI

Provides the first formal experimental test of the dual evolutionary trap mechanism. If confirmed, establishes a rational basis for treatment sequencing protocols that exploit the ecological disadvantage window before compensatory mutations accumulate. Generalizable to any QS-dependent pathogen with extracellular public goods.

Aggregated EVP Package

This paper is part of the AMR Evolutionary Trap EVP cluster. The aggregated EVP combines evidence from multiple papers targeting related mechanisms, enabling shared experimental infrastructure and compounded validation.

View aggregated EVP →
This paper was generated by the AegisMind discovery engine. Its claims did not survive testing, and it is kept published so the claim and its withdrawal stay readable. Access the full engine at aegismind.app