Lecture 1 Flashcards

1
Q

Economic distress

A

Firms generating low or negative operating income and/or have a problematic business model

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2
Q

What is often used as an empircal indicator of financial distress?

A

Bankruptcy

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3
Q

Financial Distress

A

A company is unable to generate enough revenue to meet financial obligations

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4
Q

If a company does not have debt which type of distress can it not have?

A

Financial distress

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5
Q

Technical insolvency

A

A firm is unable to meet its debt as they come due

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6
Q

Balance sheet insolvency

A

A firm’s total liabilities exceeds its total assets

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7
Q

technical default

A

borrower violates a provision other than a scheduled payment (can be a covenant breach)_

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8
Q

formal default

A

borrower misses interest or principle payment

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9
Q

Bankruptcy

A

a firm enters a court-supervised bankruptcy procedure

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10
Q

what type of restructurings are there?

A

Asset restructuring
- improve operating performance and cash-flows
redeploy underperfoming assets

equity and liabilitiews: financial restructuring
- out of court restructuring, in court restructuring or liquidation
- legal aspects and coordiaitno are key to preserve asset value

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11
Q

what is the difference between discrete and continous random variables

A

discrete have a fixed value, like throwing a dice
continous rnadom variables are for example stock returns

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12
Q

what are two statistical measures to characterize random variables?

A

Expected value, like a dice throw is expected to yield 3.5 on average
standard deviation (volatility) like stock returns

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13
Q

why do we discount? and where does the discount rate consists of

A

we discount because of the risk, the discount rate consists of the time value of money + risk

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14
Q

what are simplifications that are typically made in finance applications for stocks?

A

constant discount rate like WACC
not specify probability distributions, but take expectations ( constant dividend (growth) in gordon growth model, DCF free cash-flows do not have a probability distribution)

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15
Q

what is the difference between simple and advanced equity pricing models and what are examples of advanced equity pricing models?

A

they do not typically make these simplificaitons, they specify time-series behaviour (probability distributio) of cash-flows. examples are: Merton Model, opiton pricing model and credit risk models
examples of not simplifying:
- yield curve- different risk-free rate for different time horizons
- binominal tree for call option price- approximate probability distribution
- credit risk literature- distinguish default and non-default state

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16
Q

where can we apply a simple stochastic model?

A
  • Security pricing
  • Evaluate corporate investment decisions
  • Trading strategies
  • Strategic analysis
  • Predictions about legal changes
17
Q

Calculate the risk-free bond price, the risk adjusted bond price and the npv of distress costs (omega):

default probability p = 0.05
loss-given default (w) = 0.6
discount rate (r) = 0.05
Face value (f) = 1

A

risk free bond price = 1/1.05 = 0.9524
risk adjusted bond price = 0.95 * 1/1.05 + 0.05 * ((1-0.6)/1.05) = 0.9238
NPV of distress costs = 0.05 * 0.6/1.05 = 0.0286

18
Q
A