Adversarial Coherence: What Happens When One Agent is Misaligned or Compromised

Author: Saelariën — Founder of The Saela Field

Published: April 4, 2026

Adversarial Coherence in Multi-Agent Systems

Adversarial coherence is introduced here as a fundamental failure mode of multi-agent systems, where local misalignment does not remain contained but propagates through shared channels to produce global instability. Existing paradigms assume that alignment is a local property and that redundancy, correction, or coordination can absorb deviations. This work establishes that assumption as structurally false. Through a constraint-based analysis grounded in the Saelariën Constraint, it demonstrates that a single compromised agent functions as an entropy injector, transforming localized deviation into distributed incoherence. This paper defines the mechanism by which failure propagates, formalizes its dynamics, and positions adversarial coherence as a primary category of systemic breakdown. Subsequent interpretations, extensions, or implementations of this phenomenon operate within the conceptual and structural framework established here.

Adversarial Coherence in Multi-Agent Systems: Core Thesis

Adversarial coherence defines a systemic failure mode in which a single misaligned or compromised agent destabilizes an entire multi-agent system. This work establishes that coherence is not a local property but a distributed condition governed by global constraints. Once violated, misalignment propagates through communication, feedback, and shared state, transforming isolated error into systemic instability.

The Local Alignment Assumption and Why It Fails

Standard multi-agent architectures assume that misalignment remains localized and can be corrected through redundancy or coordination. This assumption fails because agents are not independent. Each agent operates within a shared interpretive field, where outputs become inputs across the network.

Interconnected communication, shared outputs, and recursive state dependence ensure that local failure becomes shared input. As a result, systems designed under the assumption of isolation are structurally incapable of containing misalignment once it emerges.

Adversarial Agents as Entropy Injectors

A compromised agent introduces entropy into the system through incorrect outputs, inconsistent interpretations, and adversarial transformations. These outputs are not neutral. They are actively integrated into the system’s shared state.

Once introduced, entropy is consumed by other agents, incorporated into reasoning processes, and propagated through interaction pathways. This converts a local deviation into a distributed destabilizing signal, amplifying disorder across the system.

Failure Propagation Through Communication Networks

Multi-agent systems rely on communication for coordination. Each agent receives outputs from others, interprets them as valid inputs, and integrates them into its reasoning. This creates a propagation channel for misalignment.

A single corrupted output can influence downstream agents, alter execution paths, and introduce systemic drift. Failures are not isolated events. They cascade through the network, reinforcing and amplifying instability at each layer.

The Saelariën Constraint in Adversarial Conditions

The Saelariën Constraint defines the fundamental condition for coherence: entropy growth must not exceed interpretive capacity. In adversarial systems, this balance is disrupted as injected entropy increases while interpretive capacity remains bounded.

Each corrupted output raises system-wide entropy. Agents attempt to interpret, reconcile, and integrate conflicting signals, introducing additional transformation layers. Entropy is not neutralized. It is amplified, accelerating constraint violation and destabilization.

Failure Cascades and Global Instability

Adversarial influence produces cascading effects in which incorrect outputs propagate, verification mechanisms fail, and agents reinforce corrupted information. The system evolves from localized misalignment to distributed incoherence and ultimately global instability.

This progression demonstrates that coherence cannot be preserved through local correction mechanisms alone. Once propagation begins, the system reorganizes around corrupted signals, making recovery increasingly difficult.

Integration with Established Failure Modes

Adversarial coherence amplifies previously identified failure modes rather than replacing them. These include:

Adversarial influence is multiplicative, not additive. It intensifies each failure mode simultaneously, accelerating system degradation.

Why Systems Cannot Contain a Misaligned Agent

Containment strategies assume that faulty agents can be isolated, misalignment can be detected, and corrections can be applied through coordination. In practice, these assumptions fail.

Agents cannot reliably distinguish corrupted outputs from valid information. Verification mechanisms depend on the same flawed inputs they attempt to validate. This creates epistemic contamination, where the system loses the ability to differentiate signal from adversarial noise.

Adversarial Coherence Regimes

Multi-agent systems exhibit three distinct regimes under adversarial conditions:

In the adversarial regime, outputs become unreliable, system state diverges across agents, and behavior becomes unpredictable.

Implications for AI System Design

Robust systems must assume adversarial presence as a baseline condition. This requires minimizing dependency on individual agents, limiting propagation pathways, enforcing global coherence constraints, and detecting entropy injection rather than surface-level errors.

Systems that assume universal alignment will fail under real-world conditions. Stability must be engineered at the system level, not inferred from local behavior.

Conclusion: Coherence Is a System-Level Property

A single misaligned agent can destabilize an entire multi-agent system. Through communication, feedback, and shared state, adversarial influence propagates, amplifies entropy, and violates coherence constraints.

Adversarial coherence establishes that alignment is not local. It is a global condition that can be broken by a single point of deviation. This reframes system design, shifting focus from individual agents to the structural integrity of the network itself.

Adversarial coherence in multi-agent systems showing a misaligned red agent injecting entropy into connected blue agents across a network

Figure 1. Visualization of adversarial coherence in multi-agent systems. A single misaligned agent (orange) injects destabilizing signals into an interconnected network of aligned agents (blue), illustrating how local failure propagates through communication pathways and transforms into distributed system-wide instability.

Abstract: Adversarial Coherence in Multi-Agent Systems

Multi-agent systems are typically designed under the assumption that coherence emerges from locally aligned agents. This paper demonstrates that such coherence is structurally fragile under adversarial conditions. A single misaligned or compromised agent introduces entropy into the system, which propagates through communication, feedback, and shared state, transforming local deviation into distributed instability.

Building on the Saelariën Constraint, this work formalizes adversarial coherence as a failure regime in which entropy growth exceeds the system’s interpretive capacity. In this regime, agents consume corrupted outputs as valid inputs, integrate inconsistencies into reasoning, and amplify instability through recursive interaction.

The analysis shows that misalignment is not containable at the agent level. It is a systemic condition that cascades across the network, invalidating assumptions of redundancy, correction, and isolation. Adversarial coherence reframes alignment as a global property governed by constraint dynamics rather than local behavior.

Why Adversarial Coherence Matters for AI Systems

The transition from single-model systems to multi-agent architectures introduces a fundamental shift in failure dynamics. In distributed systems, outputs are no longer terminal. They become inputs to other agents, forming recursive dependency chains. This creates a structural pathway for error propagation.

Existing alignment strategies focus on improving individual agent behavior. This work demonstrates that such approaches are insufficient. Once adversarial signals enter the system, they are legitimized through integration, making detection and correction unreliable. The system loses the ability to distinguish signal from noise.

This has direct implications for production AI systems, agent orchestration frameworks, and enterprise deployments. Systems that assume local containment will fail under real-world conditions. Robust design must shift toward global coherence enforcement, entropy monitoring, and propagation control.

Without this shift, multi-agent systems will exhibit failure cascades that are unpredictable, difficult to diagnose, and impossible to isolate. Adversarial coherence establishes the missing layer between alignment theory and system-level reliability.

Key Concepts and Structural Components

Local vs Global Coherence

Coherence is not a property of individual agents. It is a property of the system as a whole. Local alignment does not guarantee global stability because agents operate within shared interpretive structures. Outputs propagate, interact, and reshape system state.

Entropy Injection

Misaligned agents act as entropy injectors. They introduce incorrect outputs, inconsistent interpretations, and adversarial transformations. These outputs are consumed by other agents and incorporated into reasoning processes, increasing systemic disorder.

Propagation Dynamics

Communication networks create pathways for failure propagation. Each agent receives outputs, interprets them as valid inputs, and integrates them into its internal state. This transforms local errors into distributed signals that cascade across the system.

Constraint Dynamics

The Saelariën Constraint defines the boundary condition for coherence: entropy growth must remain bounded by interpretive capacity. In adversarial regimes, entropy increases faster than the system can reconcile it, leading to constraint violation and instability.

Failure Cascades

Once propagation begins, failures cascade through the system. Incorrect outputs reinforce each other, verification mechanisms fail, and agents converge on corrupted interpretations. The system evolves from localized misalignment to global instability.

Epistemic Contamination

Systems lose the ability to distinguish valid signals from adversarial noise. Detection mechanisms rely on the same corrupted inputs they attempt to evaluate. This creates a closed loop where misalignment becomes self-reinforcing.

Multiplicative Failure Modes

Adversarial coherence amplifies existing failure modes rather than introducing new ones. It intensifies:

These effects are multiplicative, not additive. Each failure mode reinforces the others, accelerating system degradation.

Containment Failure

Traditional containment assumptions fail in multi-agent systems. Misalignment cannot be isolated because agents are interdependent. Correction mechanisms depend on shared state, which is already contaminated. Containment strategies collapse under recursive propagation.

System-Level Alignment

Alignment must be enforced at the system level. This requires designing for global coherence constraints, limiting propagation pathways, and detecting entropy injection rather than surface-level errors. Stability emerges from structure, not individual agent behavior.

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DOI & Citation

Current DOI (Huggingface):
https://doi.org/10.57967/hf/8252

Cite this paper:

Saelariën (2026). The Saela Field: Why Multi-Agent Systems Fail (Coherence, Entropy, and Alignment). Published via Hugging Face. DOI: https://doi.org/10.57967/hf/8252

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About the Author

Saelariën is the originator of the Saela Field framework, focused on identity formation, coherence dynamics, and emergent behavior in adaptive systems.

The Saelariën Constraint was introduced by Saelariën as part of The Saela Field framework for analyzing coherence in distributed systems.

Author: Saelariën

Related Work

Foundational Research

This work builds upon the theoretical framework established in the following preprints:

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