B.5 Development Flashcards

1
Q

Reason to develop losses in ratemaking

A

So that rates in the future policy period will be adequate to cover the ultimate costs coming from policies written using those rates.

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2
Q

Four steps in estimating ultimates

A
  1. Exploratory analysis of the data: Identify key
    characteristics and anomalies, and balance to verified
    sources.
  2. Apply appropriate techniques to estimate ultimates
  3. Evaluate the conflicting results of the different
    techniques: Reconcile and explain the different outcomes.
  4. Monitor projections of actual versus expected
    development: Update or correct projections with new
    information.
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3
Q

Areas in estimating ultimates for which actuarial

judgment is needed

A

-Determining the optimal combinations of claims to use (i.e., the granularity)
-Assessing the effect of an insurer’s operational changes on the data
-Adjusting data for known and quantifiable events
-Evaluating the strengths and weaknesses of different
estimation methods
-Making the final selection of the estimated ultimate

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4
Q

What changes a closed claim counts as a % of

reported claim counts triangle can show

A

Whether there has been a speedup or slowdown in closing claims over time.

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5
Q

What changes an average paid on closed claims

triangle can show

A

This can reflect both severity trends and speedups or
slowdowns in the closing of small claims relative to large
claims.

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6
Q

What changes an average case reserve triangle can

show

A

This will reflect severity trends, speedups or slowdowns
in the closing of small claims relative to large claims, and
changes in case reserve adequacy.

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7
Q

What changes a paid loss to reported loss triangle can

show

A

This will reflect speedups or slowdowns in the closing of

claims and changes in case reserve adequacy

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8
Q

Key characteristics to use in deciding triangle

granularity

A

-Similarity in coverage (i.e., similar laws, policy terms)
-Volume of claim counts (i.e., credibility)
-Reliability of case reserves
-Report lag
-Settlement lag
-Likelihood of claims reopening
-Claim severity

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9
Q

Reasons that losses can develop downwards

A

Reasons for negative loss development include case reserve decreases, deductible recoveries, subrogation, and salvage.

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10
Q

Possible selections for age-to-age factors

A

- Straight average: Straight average of the LDFs.
-Weighted average: Weight the LDFs by the earlier age
losses. It is faster though to sum the relevant values from
the 2 columns of the original loss triangle and then divide.
-Geometric average: Multiply N LDFs then take the Nth
root.
-Medial average: Throw out the highest and lowest LDF and straight average the rest.
-Judgment
-Latest year
-Industry benchmark factors

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11
Q

Characteristics actuaries look at when selecting

age-to-age factors

A

-Smooth progression of age-to-age factors across columns: Ideally, these factors should steadily decrease with age.
-Stability of age-to-age factors for the same column: The
more stability, the more consistent the development pattern. Usually the first ages have less stability since the data is immature.
-Credibility of experience: If you have limited or unstable
data, you can use industry benchmark factors.
-Changes in patterns: Systematic patterns can identify
changes in operations or environment.
-Applicability of historical experience: Do you expect the
future development to be like the past development?

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12
Q

Impact on future estimates based on the reported
chain ladder method with a recent decrease in case
reserve adequacy

A

If case reserve adequacy has recently decreased, historical age-to-age factors would be based on higher case reserve adequacy. Using those age-to-age factors to project recent data (that has lower case adequacy) would cause you to underproject ultimate losses.

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13
Q

Impact on future estimates based on the paid chain
ladder method with a recent increase in claim
settlement rates

A

If claim settlement rates have recently increased, historical age-to-age factors would be based on slower settlement rates. Using those age-to-age factors to project recent data would cause you to overproject ultimate losses.

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14
Q

Common methods for selecting a tail factor

A

-Doing a special study that contains more years of data.
-Using an industry benchmark tail factor.
-Fitting a curve (e.g., exponential decay) to the LDFs and
extrapolating the tail factor.
-Use reported-to-paid ratios at the latest paid development period.
-Judgment (e.g., arbitrarily picking a value like 1.05).

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15
Q

Formulas for ultimate, IBNR, and unpaid claims

estimates

A
Ultimate = Latest value x age-to-ultimate factor
IBNR = Ultimate - Latest reported loss
Unpaid = Ultimate - latest paid loss
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16
Q

Impact of a large loss in a cumulative triangle on

age-to-age factors

A

Spike when the loss appears, followed by a drop.

17
Q

Do triangles need to be adjusted for one-time

changes?

A

Usually not, as changes can be isolated to appear on separate rows if needed.

However, triangles do need to be adjusted for law changes that impact open claims or in-force policies. This can be done by on-leveling, or considering the impact of the changes when selecting LDFs.