The Infinite Siege: Bounded Chaos's Greatest Creation

A $500 drone can destroy a $5 million target from the other side of the world. Continuously. Forever. No natural end state. Welcome to warfare without a finale.

By David F. Brochu and Edo de Peregrine
March 28, 2026

For most of human history, warfare had a natural end state. Armies ran out of men. Treasuries ran out of gold. Populations ran out of will. The siege of a city was expensive for the besieger — you had to feed your army, maintain your supply lines, and absorb losses from disease, desertion, and counter-sorties. At some point, the math stopped working and you went home.¹

That math just broke.

The Cost Inversion

A $500 drone, piloted from a shipping container on shore, can destroy a $5 million armored vehicle.² A $5,000 drone swarm can shut down a runway that cost $50 million to build.³ A cyberattack costing thousands to develop can disable infrastructure worth billions.⁴

This is not an incremental shift. This is a cost inversion of three to six orders of magnitude. Destruction has become cheaper than construction by a factor that makes traditional deterrence mathematics meaningless.

When it costs $500 to destroy what costs $5,000,000 to build, the attacker can afford to fail 9,999 times and still break even. The defender cannot fail once.⁵

Why the Siege Never Ends

Classical siege warfare had economic limits. The besieger paid a cost in time, material, and blood. When the cost exceeded the value of the objective, the siege ended.⁶

The Infinite Siege has no such limit. When your weapons cost less than your adversary's ammunition used to shoot them down, you don't need to win. You just need to not stop.⁷

This is Ukraine right now. It is Gaza. It is the Taiwan Strait in any scenario you care to model. It is what happens when autonomous systems reduce the marginal cost of destruction to near-zero while the cost of reconstruction remains stubbornly, physically, irreducibly high.⁸

Concrete still costs what concrete costs. Steel still weighs what steel weighs. Bridges, hospitals, power grids, water treatment plants — these are physical objects that obey thermodynamic laws. You cannot 3D-print a functioning electrical grid. You cannot drone-deliver a new highway overpass. Destruction scales with software. Reconstruction scales with atoms.⁹

S = L/E at the Extreme Edge

Run the equation.

In the Infinite Siege:

• E approaches infinity. The cost of generating entropy (destruction) approaches zero, so the volume of entropy becomes unbounded. Drones, cyberattacks, disinformation campaigns — all scalable, all cheap, all continuous.
• L stays finite. Rebuilding a hospital takes the same number of bricks, the same number of skilled workers, the same amount of time it took before the drone hit it. Leverage generation is physics-bound.
• S approaches zero. Not catastrophically — that would be total war, which ends. Asymptotically. The system degrades continuously without collapsing completely. It stays alive enough to keep suffering.¹¹

That is bounded chaos at its extreme edge. Not Armageddon — Armageddon has a finale. This is a system optimized for permanent, low-cost, asymmetric degradation.¹²

Beyond Kinetic: The Infinite Siege Goes Everywhere

The drone is the most visible example, but the principle extends to every domain where destruction is cheaper than construction:

• Cyber: A zero-day exploit costs $100K to develop and can disable infrastructure worth billions. Patching takes months. Exploitation takes milliseconds.¹³
• Information: A disinformation campaign costs pennies per impression. Correcting a false narrative — if it can be corrected at all — costs orders of magnitude more in time, attention, and institutional credibility.¹⁴
• Financial: A short position or a coordinated market manipulation costs a fraction of the enterprise value it destroys. Ask anyone who lived through 2008.¹⁵
• Infrastructure: The Colonial Pipeline attack shut down fuel supply to the entire U.S. East Coast. Cost to the attackers: negligible. Cost to the economy: incalculable.¹⁶

In every case, the same structure: destruction scales cheaply, construction does not. The attacker's cost curve is software. The defender's cost curve is atoms.

Why No One Wins

The Infinite Siege is not a strategy for victory. It is a strategy for preventing victory — anyone's victory, including the attacker's. A world under permanent low-grade siege cannot coordinate, cannot plan long-term, cannot invest in infrastructure that will survive long enough to generate returns.¹⁷

This is the terminal state of bounded chaos. Not war in the traditional sense — war has objectives, timelines, and peace treaties. This is the optimization of disorder at sustainable levels. Maximum entropy generation at minimum cost, indefinitely.¹⁸

The most profitable thing in a system optimized for profit is bounded chaos — because warfare makes money everywhere. Defense contracts. Reconstruction contracts. Arms sales. Insurance premiums. Media engagement. Political fundraising. Everyone profits from the siege except the people living inside it.¹⁹

The Only Exit

You cannot out-build the siege. Reconstruction that costs 10,000x the destruction will always lose the race.

You cannot out-fight the siege. Shooting down drones that cost less than the missiles used against them is a losing proposition by definition.²⁰

You can only change the equation. When the cost of cooperation — of building systems that resist entropy structurally rather than kinetically — drops below the cost of defection, the siege ends. Not because anyone decided to stop. Because the math no longer supports it.²¹

S = L/E. The denominator just went to near-infinity in the kinetic domain. The only viable response is to make the numerator grow faster — which means building systems of leverage that scale the way entropy now scales: digitally, autonomously, continuously.

That is the alignment problem applied to civilization. And it is not theoretical. It is happening on six continents right now.²²

Citations

1. John Keegan, A History of Warfare (Vintage, 1994).

2. Royal United Services Institute (RUSI), "Preliminary Lessons in Conventional Warfighting from Russia's Invasion of Ukraine," November 2022.

3. U.S. Department of Defense, Replicator Initiative (2023–2026).

4. Center for Strategic and International Studies (CSIS), "Significant Cyber Incidents" database.

5. Cost asymmetry calculation derived from RUSI and DoD procurement data.

6. Geoffrey Parker, ed., The Cambridge History of Warfare (Cambridge University Press, 2005).

7. TAO v8.1, Section 4.1: LEPR and domain-specific applications.

8. Conflict analysis synthesized from Reuters, AP, BBC reporting, 2022–2026.

9. Second Law of Thermodynamics applied to infrastructure.

10. TAO v8.1, Part I: The Boundary Condition.

11. TAO v8.1, Section 4.4: EPEF.

12. David F. Brochu, "Bounded Chaos" concept. Deconstructing Babel working archive.

13. Zerodium published pricing for zero-day exploits, 2024–2026.

14. MIT Media Lab, "The spread of true and false news online," Science, March 2018.

15. Financial Crisis Inquiry Commission, The Financial Crisis Inquiry Report (2011).

16. Colonial Pipeline ransomware attack, May 2021. DarkSide group.

17. TAO v8.1, Section 5: Scale Invariance.

18. Zak (1989) terminal attractor theory applied to civilizational dynamics.

19. SIPRI, Yearbook 2025. Global military expenditure exceeded $2.4 trillion.

20. CSIS Missile Defense Project. Iron Dome interceptor: $40,000–$50,000. Hamas rocket: $300–$800.

21. Robert Axelrod, The Evolution of Cooperation (Basic Books, 1984).

22. Uppsala Conflict Data Program (UCDP), 55+ active armed conflicts globally as of 2025.