Mack 2000, Hurlimann, Brosius, Friedland, Clark Flashcards
Benktander Pros
- Lower MSE
- Better approx. of Bayesian procedure
- Better than CL - incorporates expectation
- Better than BF - more weight to actual data
Hurlimann vs Benktander Differences
- Full triangle vs single year
- Loss ratios vs link ratios
- ELR from data vs selected ELR
- Needs measure of exposure
Least Squares Negative Values
Negative intercept: Link ratio instead
Negative coeff: Budgeted instead
Pros of Least Squares
- More flexible than link, budgeted, BF
- Performs better when data has significant year-to-year fluctuations
- Credibility weighting option
Pros of Linear Approx to Bayesian
- Simple to compute
- Easy to explain
- Less dependent on underlying distributions
Functions of Reinsurance
Stability
Capacity
CAT
Capital and Solvency Margin
Technical Expertise
Reasons for a Commutation - Cedant
Exit a LOB
Manage reserves for transfer/sale
Avoid credit risk
Better manage claims and expenses
Reasons for a Commutation - Reinsurer
Terminate relationship
Protect from cedant insolvency
Avoid disputes over future development
Sufficient Data
Includes all info needed
Difficult in reinsurance due to:
-Manuscript nature
-Changes at cedant level can affect mix of business
Reliable Data
Complete, consistent, timely
Difficult in reinsurance due to:
-Cedants have different systems and terminology
-Bordereau reporting differs by cedant
-Reporting lags
-Manuscript nature
AY Aggregation Pros and Cons
Pros
-Easy to achieve
-Losses estimated sooner
-Industry benchmarks
-Can separate large loss events
Cons
-Not true match
UY Aggregation Pros and Cons
Pros
-True match
-Can separate pricing and UW changes
Cons
-Takes longer to develop
-Can’t isolate large loss events
Finite Risk Reinsurance
-Multi-year contract
-Incorporates time value of money and investment income
-Often for run-offs
Types:
Loss Portfolio Transfer
Adverse Dev Cover - reimbursed for losses excess a retention, no reserve transfer
Process Variance vs Parameter Variance
Process: Uncertainty due to randomness in insurance process
Parameter: Uncertainty in estimate of parameters
Advantages of Growth Curves
Smooth
No need for evenly spaced triangle
Only 2 parameters