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The county fair cyber loss distribution: Drawing inferences from insurance prices
- Publication Year :
- 2020
- Publisher :
- Association for Computing Machinery, 2020.
-
Abstract
- Insurance premiums reflect expectations about the future losses of each insured. Given the dearth of cyber security loss data, market premiums could shed light on the true magnitude of cyber losses despite noise from factors unrelated to losses. To that end, we extract cyber insurance pricing information from the regulatory filings of 26 insurers. We provide empirical observations on how premiums vary by coverage type, amount, and policyholder type and over time. A method using particle swarm optimisation and the expected value premium principle is introduced to iterate through candidate parameterised distributions with the goal of reducing error in predicting observed prices. We then aggregate the inferred loss models across 6,828 observed prices from all 26 insurers to derive the County Fair Cyber Loss Distribution . We demonstrate its value in decision support by applying it to a theoretical retail firm with annual revenue of $50M. The results suggest that the expected cyber liability loss is $428K and that the firm faces a 2.3% chance of experiencing a cyber liability loss between $100K and $10M each year. The method and resulting estimates could help organisations better manage cyber risk, regardless of whether they purchase insurance.
- Subjects :
- Coverage Type
021110 strategic, defence & security studies
Decision support system
Actuarial science
Computer Networks and Communications
business.industry
05 social sciences
Liability
0211 other engineering and technologies
Distribution (economics)
02 engineering and technology
Computer Science Applications
Hardware and Architecture
0502 economics and business
Value (economics)
Cyber-Insurance
Revenue
Business
050207 economics
Empirical evidence
Safety Research
Software
Information Systems
Subjects
Details
- Language :
- English
- Database :
- OpenAIRE
- Accession number :
- edsair.doi.dedup.....23c4a7a7a345be7183074f70eced965c