Equity Flashcards
Chap 24 - Equity Valuation: Applications and Processes
Intrinsic value
Intrinsic value = value of an asset or security estimated by someone who has a thorough understanding of the characteristics of the asset or issuing firm.
Intrinsic valueanalyst estimate - price = *(Instrinsic valueactual - price) + **(Instrinsic valueanalyst estimate - Intrinsic valueactual)
* represents true mispricing (alpha)
** represents error
Fair market value
the price at which a hypothetical willing, informed and able seller would trade an asset to a willing, informed and able buyer
Investment value
value to a specific buyer after including any additional value attributable to synergies
Porter’s 5 forces
- Threat of new entrants in the industry
- Threat of substitutes
- Bargaining power of buyers
- Bargaining power of suppliers
- Rivalry among existing competitors
Quality of Earnings issues categories
- Accelerating or premature recognition of income
- Reclassifying gains and nonoperating income as operating income (hides underperformance or decline in sales)
- Expense recognition and losses (e.g. delaying the recognition of expenses, capitalizing expenses, bad debt reserve etc.)
- Amortization, depreciation, and discount rates
- Off-balance sheet issues (firm’s BS may not fully reflect the assets and liabilities of the firm -> SPE etc)
Absolute valuation model
Absolute valuation model estimates an asset’s intrinsic value -> (e.g.: DDM)
Relative valuation model
determines the asset’s value in relation to the value of other assets
Common approaches: comparing P/E ratio to those of firms in the industry)
Sum-of-the-parts valuation
Sum-of-the-parts valuation is the process of valuing the individual components of a company and then adding these values together to obtain the value of the whole company
Method of forecasted fundamentals
The method of forecasted fundamentals values a stock based on the ratio of its value from a DCF model to some fundamental variable (e.g EPS)
The rationale for the method of forecasted fundamentals is that the value used in the numerator of the justified price multiple is derived from a DCF model -> think of how we derive intrinsic value using DCF
Conglomerate discount
the amount by which market price is lower than the sum-of-the-parts value
The price reduction applied by markets to firms that operate in multiple industries
Chapter 25: Return Concepts
Holding period return (HPR)
HPR = (P1-P0+CF1)/P0 = [(P1+CF1)/P0] -1
The holding period can be any length
Assumption: cash flow comes at the end of the period
Required return
An asset’s required return is the minimum expected return an investor requires given the asset’s characteristics
If expected return > required return, asset is
undervalued
if expected return < required return, asset is
overvalued
Internal rate of return (IRR)
IRR is the rate that equates the discounted CF to the current price
If the markets are efficient, then the IRR = required return
Equity risk premium (ERP)
ERP is the return over the risk-free rate that investors require for holding equity securities
ERP = required return on equity index - risk-free rate
The risk-free rate should correspond to the time horizon for the investment
There are many ways to estimate ERP
Gordon growth model equity risk premium
GGM equity risk premium = (1-yr forecasted dividend yield on market index) + (consesus long-term earnings growth rate) - (long term gov bond yield)
Weakness:
- assumption of stable growth rate not always appropriate (esp in rapidly growing economies)
- highly sensitive to estimates
Ibbotsen-Chen (Macroeconomic model)
Ibbotsen-Chen ERP = ([1 + expected inflation] x [1+expected real EPS growth] x [1+expected changes in P/E]) -1 + (expected income) - rf
Macroeconomic models are only appropriate for developed countries where public equities represent a relatively large share of the economy
Models used to estimate required return on equity
CAPM (but no flashcard since I’m familiar)
Multifactor model
Multifactor model:
required return = rf + (risk premium)1 + (risk premium)2+…+(risk premium)n
risk premiumi = (factor sensitivity)i x (factor risk premium)i
factor sensitivity = factor beta (the asset’s sensitivity to a particular factor, all else being equal)
Estimating required rate of return: Fama-French Model
FFM is a multifactor model that attempts to account for the higher returns generally associated w/small-cap stocks
required return of stock j = rf + betamkt, j x (Rmkt - rf) + betasize, j x (Rsmall - Rbig) + betavalue, j x (RHBM - RLBM)
(Rmkt - rf) = market risk premium
(Rsmall - Rbig) = small-cap risk premium (smaller size risk premium)
(RHBM - RLBM) = value risk premium
If book/market is low, that implies that P/B is
high -> therefore it’s a growth stock
if book/market is high, that implies P/B is
low -> which means it’s a value stock
Pastor-Stambaugh model
Pastor-Stambaugh model is an extension of FFM: it adds liquidity factor to FFM
required rate of return = FFM + betaliquidity x degree of liquidity
naturally, lower liquidity requires higher ‘r’
Macroeconomic multifactor models for estimating required rate of return
Example: Burmeister, Roll, and Ross model (BIRR model)
Incorporates these 5 factors
- Confidence risk
- Sensitvity to time horizon
- sensitivity to inflation risk
- sensitivity to business cycle risk
- sensitivity to market timing risk
The factor values are multiplied by a sensitivity coefficient (e.g. beta). The products are summed and added to a risk-free rate
