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Explanations & Questions.  “Payments crises” (liquidity crises)  Debtors (first level) stop payments  Lenders (first level) income drop, reduce.

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Presentation on theme: "Explanations & Questions.  “Payments crises” (liquidity crises)  Debtors (first level) stop payments  Lenders (first level) income drop, reduce."— Presentation transcript:

1 Explanations & Questions

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4  “Payments crises” (liquidity crises)  Debtors (first level) stop payments  Lenders (first level) income drop, reduce payments on short term loans  Short-term (money market) lenders income drop, reduce payments …  Consumption/Investment effects  Wealth (balance sheet) effects: firms, households reduce consumption/investment as wealth decreases  Debt/Income ratios: solvent firms, household reduce consumption/investment to bring debt to income ratios down

5  Infinite Horizon Economy Budget Constraint: PV Income + PV Debt = Debt Service + PV Consumption  “NPG” Condition: Over the long run income funds consumption (not debt)  Entire economy faces a budget constraint just as households or government  Sustainable Long Run Relationship:  Income – Consumption – Debt Service >= 0  Income Growth > Interest Rate on Debt

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10 $11 Billion City Center Project Las Vegas – MGM Mirage Bank Loan/Bond Funded

11  Whether Debt-instrument (bond, loan) funded or Equity (stock) funded, ultimate value is net revenue stream from project (Modigliani-Miller Theorem)  High Debt or Equity values imply high expected future net revenue  Consider 2 Scenarios for City Center (at $10B nominal value)  Case 1: $9B in Shareholder Equity with $1B in bank debt;  Case 2: $1B in Shareholder Equity with $9B in bank debt:  Actual PV of future net revenue of project = $5T  With project bankruptcy:  Case 1: Bank claims bankruptcy value = $1B  Original shareholders lose $9B  New shares issued worth $4B  Loss in balance sheets = $5B  Case 2: Bank claims bankruptcy value = $1B  Shareholders lose $1B  Bank loses $8B in value up front; issues new stock and regains $4B  Loss in balance sheets = $5B  In both cases, assets on balance sheets over-valued by $5T; purchases made with this “leverage”

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13  Long Run Problems: Mortgage markets overvalued  Fed & other gov’t guarantees (moral hazard) pushing mortgage markets  Fed supplied too much money to markets in early 2000sseparating “systemic” v. non-systemic problems  Poor pricing models separating “systemic” v. non- systemic problems pushing too much money into mortgage markets  Short Run Sparks  Uncertainty about Fed reaction  Lack of Fed reaction (2007-08)  Marked-to-market accounting for mortgages

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15  See mortgage debt as leading indicator, not as only cause  Fire analogy: room with fire in it first does not tell you about the fuel and match  Mortgage debt securitized-tradeable;  Quickly reflecting change in valuations  Commercial bank loans non-tradeable;  Held at bank estimated values for longer

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23  Securitization, e.g. CDOs  Pooling mortgage (other debt) risk (CDOs, SPVs)  Credit Insurance  Transferring Risk (CDS)  Cochrane: can shuffle risk around, but not change total amount  Evaluation:  CDOs, CDS actually relatively small versus size of overall debt growth

24  How big of an effect is possible from MTM pricing of banks?  See SEC Dec. 2008 Study www.sec.gov/news/studies/2008/marktomarket123008.pdf www.sec.gov/news/studies/2008/marktomarket123008.pdf  31% of bank assets MTM  22% of these impact income statement  Part of this amount in Treasuries  Differences in MTM and “amortized cost”  If 20% difference, then 4.4% impact on income  Currently, using “amortized cost” method  Citi assets increase by apx. $3B (out of $1.2T)  BoA assets increase by apx. $9B (out of $1.4T)

25  Cochrane:  Specify systemic risk for Fed, limiting TBTF  Stiglitz, …  Limit financial innovation  More stringent oversight  Poole, Bullard, BG, …  Raise equity standards  Limit financial firm size  Charge insurance fee based on size  Explicit size limitations

26  No difference of debt v. equity (ownership shares) financing of projects if  Asset prices move with statistical independence;  Asset prices are information based without systematic errors;  Taxes treatment of both sources is the same  Bankruptcy treatment of both is the same  No asymmetry of knowledge among borrowers, lenders, shareholders  Implies capital structure matters to the degree that these conditions matter

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