Financial Markets and Bond Valuation Vocabulary

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Vocabulary flashcards generated from the financial markets and bond valuation lecture notes.

Last updated 1:58 AM on 9/23/26
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57 Terms

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Financial markets

Structures through which funds flow

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Primary Market

Where initial public offerings and new issue stocks + bonds are sold; equity = IPO, bonds must be paid back

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Secondary Markets

Provide liquidity, pricing info, and lower transaction costs; the more participants, the better

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Money markets

Trade debt securities with maturities of one year or less; mostly OTC; less risky, more liquid, lower return than capital markets

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Capital markets

Trade debt + equity instruments with maturities of more than one year; wider price fluctuations

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Banks

Required to retain 10% of deposits as reserves; profit by charging higher interest on loans than they pay on deposits

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Thrifts

Small town banks; make low risk loans

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Insurance Companies

Invest mostly in bonds because they're predictable

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Investment Banks

Arrange finance, buy + sell securities, merge companies (ex: JP Morgan, Goldman Sachs)

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Mutual Funds Company

A pool of assets (ex: Fidelity)

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Pension Funds

Institutional investors managing retirement funds

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Fed Dual Mandate

Employment and inflation (price stability)

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Nominal interest rate

The rate actually observed in financial markets, before accounting for inflation

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Real rate

Nominal rate minus inflation

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Loanable Funds Theory

Interest rates are set where the supply of funds (savers) meets the demand for funds (borrowers)

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Supply of loanable funds

Higher rates lead to more funds supplied (positively correlated); households are the largest supplier

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Demand for loanable funds

Lower rates lead to more funds demanded (inversely correlated); comes from households, businesses, and governments

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Fair interest rate (ii^*)

The fair interest rate on an individual security, expressed as i=f(RFR,IP,DRP,LRP,SCP,MP)i^* = f(\text{RFR}, \text{IP}, \text{DRP}, \text{LRP}, \text{SCP}, \text{MP})

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RFR

Risk-free rate

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MP

Maturity risk premium

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IP (Inflation premium)

Inflation premium, calculated as IP=CPIt+1CPItCPIt×100\text{IP} = \frac{\text{CPI}_{t+1} - \text{CPI}_t}{\text{CPI}_t} \times 100

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DRP

Default risk premium

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LRP

Liquidity risk premium

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SCP

Special provisions/covenants risk premium

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Loanable funds demand curve shift

An increase in demand moves the curve right, requiring a higher rate to attract more suppliers, so interest rates go up

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Loanable funds supply curve shift

A decrease in supply moves the curve left, so interest rates go up

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Steeper yield curve

A greater difference between short-term and long-term rates

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Flatter yield curve

A smaller difference between short-term and long-term rates

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Inverted yield curve

Can be a signal that predicts a recession

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Unbiased Expectations Theory

The yield curve reflects the market's current expectations of future short-term rates

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Liquidity Premium Theory

Long-term rates equal expected short-term rates plus a premium that increases with maturity

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Market Segmentation Theory

Investors have preferred maturity habitats, so rates are set by supply/demand within each maturity segment

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Spot market

Cash paid today, on the 'spot' trade

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Forward rate

An interest rate applicable to a financial transaction in the future

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Bond

An 'I owe you' — a loan from investor to issuer

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Issuer

The borrower of a bond

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Investor (bond)

The lender/creditor

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Principal / Par Value / Face Value

The amount borrowed

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Coupon Rate

The stated interest rate on a bond

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Coupon

The interest payment

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Maturity

The bond's due date

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Term

The time remaining until maturity

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YTM

The annualized return on a bond investment

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Market Value

The bond's current price

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Required rate of return

The rate an investor should receive on a security given its risk; used to calculate fair present value

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Expected rate of return

The rate an investor expects to receive on a security given its risk

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Realized rate of return

The actual rate of return received on an investment

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Coupon bonds

Pay a constant interest payment (INT) per year based on the stated coupon rate

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Zero-coupon bond

Pays no coupon interest (INT = 0); investor receives only the par value at maturity

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Premium Bond

Coupon rate is greater than YTM/required return, so market price is greater than face value

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Discount Bond

Coupon rate is less than YTM/required return, so market price is less than face value

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Par bond

Coupon rate equals the required rate of return, so price equals par value

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Duration

The weighted average time to maturity on an investment, using the present value of cash flows as weights

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Duration's purpose

Measures how sensitive a bond's price is to a change in yield; more accurate for small interest rate changes, less accurate for large changes

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Zero-coupon bond duration

Equals the bond's maturity date

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Convexity

The degree of curvature of the price-interest rate curve around some interest rate level

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Accrued Interest

Interest owed since the last payment; loan amount×(yearly interest365)×period accrued\text{loan amount} \times \left(\frac{\text{yearly interest}}{365}\right) \times \text{period accrued}, or (days helddays till payment)×PMT\left(\frac{\text{days held}}{\text{days till payment}}\right) \times \text{PMT}