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Computational Challenges in
Game-Theoretic Models
July 2019
Caveats
• Game theory does not “scale” or “decompose” well
• Even small models can be computationally difficult
to solve:
– “It is difficult, and perhaps impossible, to scale-up
minimax solutions to applications with thousands of
possible actions, each with different costs and
uncertain benefits” (Banks, 2009)
• Solving a small and highly aggregated problem
does not necessarily provide accurate guidance
regarding the solution of a more detailed problem
• For example, even if some cities get zero resources
in a city-level analysis:
– They may still have targets worth defending in a
target-level analysis
Caveats
• Competing interests result in nested
optimization problems:
– Defender wants to minimize the maximum damage
• Numerous decision makers:
– Solving a single centralized transportation problem
to minimize travel time does not give the same
results as would be achieved by individual
travelers, each trying to minimize travel time
Extensions
• Complicated system structures:
– Electricity systems
– Computer networks
– Transportation systems
• Neither series nor parallel
• Some systems are relatively simple:
– Water flow is usually in one direction!
• In other systems, flow may readjust
and change directions every time an
arc is interdicted
Extensions
• More complicated system structures:
– Numerous origin-destination pairs
– Cascading failure
– Congestion
– Reservation travel times (may be variable)
– Attack deterrence (with sensors or guards)
• Many network models are difficult to
solve even without optimizing defense!
Computer security (Zhuang et al., 2007)
• “Tipping” has been suggested as a cost-
effective way to encourage security:
– An incentive to encourage some agents to invest
can induce other agents to also invest in security
• One way of incentivizing investment is for
security to be “bundled” with other services:
– E.g., provided by one’s Internet service provider
• Another way would be if such investment
were a requirement for lucrative contracts:
– E.g., UK Cyber Essentials certification
• Offering incentives to a limited number of
firms can make security investment common
enough that it becomes the industry norm
Computer security
• Attacker can often launch multiple attacks,
with impunity
• So, defender may need to consider defense
against multiple attacks (Ertem & Bier):
– With multiple-period look-ahead
– E.g., if attackers are non-myopic, and try to learn
about the system in their early attacks
• Defending against determined adversaries is
harder than against opportunistic attacks:
– E.g., the Pentagon vs. Barnes and Noble
Research questions
8
•Is it realistic to assume a non-
myopic attacker, or is it OK to
protect only against a myopic
attacker?
•What is the tradeoff between
optimality of results (looking
ahead multiple steps) and
computational feasibility?
• There are numerous interesting and
challenging network-interdiction
problems in homeland security
– Lots of room for computational expertise!
• Also lots of room for good heuristics!
Conclusion
• There are numerous interesting and
challenging network-interdiction
problems in homeland security
– Lots of room for computational expertise!
• Also lots of room for good heuristics!
Conclusion

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GDRR Opening Workshop - PANEL SESSION: Computational Challenges in Game-Theoretic Models - Vicky Bier, August 7, 2019

  • 2. Caveats • Game theory does not “scale” or “decompose” well • Even small models can be computationally difficult to solve: – “It is difficult, and perhaps impossible, to scale-up minimax solutions to applications with thousands of possible actions, each with different costs and uncertain benefits” (Banks, 2009) • Solving a small and highly aggregated problem does not necessarily provide accurate guidance regarding the solution of a more detailed problem • For example, even if some cities get zero resources in a city-level analysis: – They may still have targets worth defending in a target-level analysis
  • 3. Caveats • Competing interests result in nested optimization problems: – Defender wants to minimize the maximum damage • Numerous decision makers: – Solving a single centralized transportation problem to minimize travel time does not give the same results as would be achieved by individual travelers, each trying to minimize travel time
  • 4. Extensions • Complicated system structures: – Electricity systems – Computer networks – Transportation systems • Neither series nor parallel • Some systems are relatively simple: – Water flow is usually in one direction! • In other systems, flow may readjust and change directions every time an arc is interdicted
  • 5. Extensions • More complicated system structures: – Numerous origin-destination pairs – Cascading failure – Congestion – Reservation travel times (may be variable) – Attack deterrence (with sensors or guards) • Many network models are difficult to solve even without optimizing defense!
  • 6. Computer security (Zhuang et al., 2007) • “Tipping” has been suggested as a cost- effective way to encourage security: – An incentive to encourage some agents to invest can induce other agents to also invest in security • One way of incentivizing investment is for security to be “bundled” with other services: – E.g., provided by one’s Internet service provider • Another way would be if such investment were a requirement for lucrative contracts: – E.g., UK Cyber Essentials certification • Offering incentives to a limited number of firms can make security investment common enough that it becomes the industry norm
  • 7. Computer security • Attacker can often launch multiple attacks, with impunity • So, defender may need to consider defense against multiple attacks (Ertem & Bier): – With multiple-period look-ahead – E.g., if attackers are non-myopic, and try to learn about the system in their early attacks • Defending against determined adversaries is harder than against opportunistic attacks: – E.g., the Pentagon vs. Barnes and Noble
  • 8. Research questions 8 •Is it realistic to assume a non- myopic attacker, or is it OK to protect only against a myopic attacker? •What is the tradeoff between optimality of results (looking ahead multiple steps) and computational feasibility?
  • 9. • There are numerous interesting and challenging network-interdiction problems in homeland security – Lots of room for computational expertise! • Also lots of room for good heuristics! Conclusion
  • 10. • There are numerous interesting and challenging network-interdiction problems in homeland security – Lots of room for computational expertise! • Also lots of room for good heuristics! Conclusion