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21 Cards in this Set

  • Front
  • Back

Benefits of Risk Bearing Institutions

- bearing risk collectively in large group; cost efficient


- professional management (expertise & training in managing financial risk)


- administrative services (claim handling or buying/selling securities for investment)


- investment in information (obtain data necessary to make well-informed risk-bearing decisions)


- investment in infrastructure (obtain essential resources such as reinsurance or trading floors useful in bearing risk)




Examples of Risk Bearing Institutions

- ex.: pension plans, mutual funds (reduce investment risk by joining other investors to buy well-diversified portfolio of investments), insurance companies


Covariance


- interrelationship of two stocks (in this case)


- measures how two RVs move relative to each other


- positive when they move together in same direction, negative when they don't


Correlation Coefficient

- ability to reduce risk through diversification depends heavily on degree of correlation found across all members in risk group


- +1- perfectly positive, -1- perfectly negative


Zero Correlation

- statistically independent of each other, often found among different types of insurable risks like traffic accidents and fires

Diversification: Negatively Correlated Groups

- optimal conditions for risk diversification to reduce risk


- by adjusting stock weights, optimal portfolio can be created regardless or growth/recession


- perfect negative correlation, risk eliminated completely

Diversification: Positively Correlated Groups

- offers no risk reduction in groups b/c STD of portfolio equal to STD of returns for each stock


- can try to reduce risk by increasing number of exposure units in pool, but portfolio STD of risk pools always greater than pool of independent exposures


- cannot be diversified away effectively as independent pools


- many CAT losses are positively correlated

Diversification: Uncorrelated groups

- insurance risk pooling assumption- potential losses of all exposure units independently distributed


- can reduce risk with relatively modest pools


- infinitely large pools- measure of risk is zero demonstrating that insurer can eliminate risk completely through diversification of independent pool members


Hedging

- taking two financial positions simultaneously whose gains offset each other


- correlation coefficient: -1


Example of hedging: insurance

- insured firm has loss, gains right to collect insurance proceeds


- firm has hedged loss exposure b/c event that causes damage (loss), which causes offset gain (claim against insurer)


Other examples of hedging

- currency risk


- interest rate risk


- commodity price risk


Currency Risk

- loss potential caused by unfavorable fluctuations in value of domestic currency relative to foreign currencies

Interest Rate Risk

- loss potential caused when changes in interest rates reduce market value of fixed-income securities


- when interest rate rises, value of fixed income securities fall, and vice versa


- longer time to maturity= more volatile market price for fixed-income securities

Commodity Price Risk

- input price risk


- output price risk


Derivatives

- financial instrument whose value is based on value of underlying financial asset or commodity

Examples of Derivatives


- futures contract


- forwards contract


- swaps


- call option


- put option

Futures/forwards contracts

- futures: order to buy or sell asset later at specified price


- forward- same but not traded on organized exchange

Swaps

- Counterparties' exchange cash flows of one party's financial instrument for those of the other party's financial instrument

Call Option

- the right, but not obligation, to buy underlying asset


Put option

- the right, but not obligation, to sell underlying asset

Natural Diversification

- occurs across uncorrelated risk


- when risks naturally offset themselves, techniques like insurance or hedging aren't required, and can reduce costs of corporate risk management


- good example is relationship between hazard and financial risks