Asset Liability Management in Life Insurance Industry in IndiaIssues and concerns

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Asset Liability Management in Life Insurance Industry in IndiaIssues and concerns

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availability of adequate capital for solvency in stressed scenario; ... Simulation analysis, including cash flow testing and dynamic solvency testing ... –

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Title: Asset Liability Management in Life Insurance Industry in IndiaIssues and concerns


1
Asset Liability Management in Life Insurance
Industry in IndiaIssues and concerns
  • Dr. R Kannan
  • Member (Actuary)
  • I R D A

2
Definition of ALM
  • The SOA defines ALM as the practice of managing
    a business so that decisions on assets and
    liabilities are coordinated or more broadly
    ..the ongoing process of formulating
    implementing monitoring and revisiting strategies
    related to assets and liabilities in an attempt
    to achieve financial objectives for a given set
    of risk tolerance and constraints

CILA Mumbai AUG 28, 2009
2
3
Why we must consider ALM?
  • Mismatching could have serious implications for
    the financial viability, as evidenced by collapse
    of many life insurers
  • Prudent management of ALM accounts for a good
    reward in RBC
  • ALM answers the strategic questions, viz.,
  • availability of adequate capital for solvency in
    stressed scenario
  • how to make a trade off between risk and return
  • what is the optimal growth of premium, given the
    risk appetite
  • adequacy of reinsurance arrangements
  • optimal use of risk mapping and evaluation of
    alternative strategy

4
Factors contributed to the evolution of ALM
techniques
  • Enhanced computing power
  • Deepening and broadening of financial markets and
    consequent availability of varieties of financial
    instruments
  • Competitive forcesoffering of high risk options,
    riskier investment portfolios, more
    interest-sensitive products, greater guarantees
    on return, hence higher risk for insurers
  • Regulatory restrictions/ guidelines on investment
  • Taxation of financial instruments
  • Market based self-regulation of asset related
    risks

5
Actuarial categorization of risks
6
Macro relationshipsome basic facts
  • A rise in the required yield to maturity reduces
    the price of the fixed income securityhence a
    downward sloping curve exists between market
    value and yield to maturity
  • The longer the maturity of a fixed income
    security, the greater its fall in price and
    market value due to an increase in the interest
    rate.
  • The decrease in the value of the security
    increases at a diminishing rate for any given
    increase in interest rate

7
Macro relationshipsome basic facts (contd.,)
8
Maturity method
  • In the maturity method, if the maturity of assets
    is greater than maturity of liabilities, any
    change in the interest rate will affect the value
    of assets more than liabilities. Hence maturity
    method, considers only direction and magnitude
    of the maturity and does not consider cash flows.
    Hence the evolution of the ALM pays attention
    towards
  • Macaulay duration
  • Modified duration
  • Option adjusted duration
  • convexity

9
Macaulay Duration
10
Modified duration
  • Macaulays duration computes the present value
    weighted average time to maturity of the cash
    flows of a certain financial instrument.
  • The duration method is more appropriate than a
    maturity method to measure interest rate risk
    because it not only takes into account the
    maturity but also the timing of the cash flows of
    the instrument or portfolio exposed to interest
    rate risk. It measures the "average life" of the
    asset or liability.

11
Modified duration
  • The modified duration of financial instruments is
    a measure of price sensitivity of a fixed set of
    cash flows to small changes in the single
    interest rate.
  • The higher the measure of duration, the more
    sensitive (elastic) is the value of the financial
    instrument to changes in interest rates.

12
Option adjusted duration
  • The option-adjusted duration, like the modified
    duration, is a measure of price sensitivity. The
    difference is that optionadjusted duration is a
    much more accurate measure of price sensitivity
    if the cash flows depend upon the path that
    interest rates take. This is nothing but
    elasticity of price with respect to the interest
    rate
  • Option-adjusted Duration -d Price/ di
  • Price
  • This expresses how much the price will change
    (dPrice) as a result of small changes in interest
    rates (di), and is expressed in terms of a ratio
    by dividing by the beginning price.

13
Option adjusted duration
  • The duration of a bond is always smaller than its
    maturity. The only exception is with a
    zero-coupon bond where its duration and maturity
    are equal.
  • Increasing the coupon rate while keeping its
    maturity and the yield constant will decrease the
    duration of the bond. Bonds with higher coupons
    distribute relatively more cash flows earlier
    decreasing the average life of the bond.

14
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15
Convexity
  • Convexity is defined as the second derivative of
    price with respect to interest rates divided by
    the price, and is a measure of how the duration
    changes as interest rates change.
  • A positive convexity is a good attribute for an
    asset to have, for example if the interest rate
    increases by 100 basis points the asset will gain
    more value than if the interest rate falls by the
    same amount. Liabilities, on the other hand,
    benefit from negative convexity

16
Immunization
  • Immunization seeks to match interest rate
    sensitivities of assets and liabilities. By so
    doing, the company will hopefully be protected
    from a change in interest rates.
  • We look for an asset portfolio which has
    sufficient value to fund the liabilities, but we
    relax the requirement of cash-flow matching.
    Instead, we require that the sensitivity to
    changes in interest rates is equal on the asset
    and liability sides. That is, we immunize against
    interest rate changes.

17
Reddington immunization rule
  • NPV of assets NPV of liabilities
  • Duration of assets duration of liabilities
  • The first two conditions imply that the
    variability of liabilities should be small
  • Convexity of assets gt convexity of liabilities

CILA Mumbai AUG 28, 2009
17
18
Various steps in the ALM
  • Portfolio segmentation by product line
  • Cash-flow management
  • Portfolio gap analysis, including maturity
    analysis and interest rate sensitivity analysis
  • Simulation analysis, including cash flow testing
    and dynamic solvency testing
  • Optimization analysis
  • Hedging strategies for investing

19
Duration
20
Issues at hand
  • Single premium productswhat difference between A
    and L on economic basis ?
  • Participating liabilityproportionate change in
    assets is slightly more than that of liabilities?
  • ULIPsno duration match required for unit
    reserves?
  • Assets valued at book value liabilities at
    consistent basisis it appropriate ?
  • Contradiction with GN2 if changes would result
    in a change in the aggregate liability that is
    not matched by a change in market value of
    corresponding assets, the actuary should
    consider as to what provision is required as
    contingency margin, having regard to the
    consequences should the provision prove
    insufficient

21
Issues at hand ( contd.,)
  • Need for a quasi-regulatory balance sheet
    taking assets at market value with due allowance
    for MAD?
  • What kind of stress tests be used 99th
    percentile with one year horizon?
  • Monitor the movement of free assets?
  • Projection of capital requirementworking out of
    resilience capital for the future?
  • Sensitivity of the companys financial strength
    to the following
  • New business volume
  • Business mix
  • Expense control
  • How to avoid over prudent ?

22
  • Thank you
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