Download e-book for iPad: A Structural Framework for the Pricing of Corporate by Michael Genser

By Michael Genser

ISBN-10: 3540286837

ISBN-13: 9783540286837

ISBN-10: 3540286853

ISBN-13: 9783540286851

This e-book is the 1st accomplished remedy of structural credits probability types for the simultaneous and constant pricing of company securities. during the improvement of a versatile financial framework in accordance with the firm’s EBIT, the reader is taken from the commercial rules of establishment worth types to the empirical implementation. Analytical strategies are supplied if EBIT follows an mathematics or geometric Brownian movement. moreover, numerical tools are proposed to resolve extra complex fiscal settings or to cost derivatives on company securities. Numerical examples make the speculation simply available and exhibit its skill to breed empirical observations. An econometric implementation courses in the direction of sensible software. for this reason, the publication offers a state of the art exposition of company securities pricing for lecturers and practitioners alike.

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Topics
Statistics for company, Economics, Mathematical Finance, Insurance
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Econometrics

Additional resources for A Structural Framework for the Pricing of Corporate Securities: Economic and Empirical Issues

Example text

15) and the solvent part as V + = V − VB · pB (t0 , ∞, ηt0 , ηB ). 16) + can be The solvent value of a perpetual debt issue before taxes VC,∞ ∗ determined similarly. The particular solution FC,∞ = C/r is the value of the coupon payments to the debt holders until infinity. The solution of the non-homogenous differential equation is F + F ∗ or + = VC,∞ C + A1 · e−k1 ·ηt0 + A2 · e−k2 ·ηt0 . 17) + + = C/r and limη→ηB VC,∞ = 0 lead Limit conditions limηt →∞ VC,∞ to A1 = 0 and A2 = − Cr · exp(k2 · ηB ) and C C − · ek2 ·ηB · e−k2 ·ηt0 r r C = · 1 − e−k2 (ηt0 −ηB ) r C = · [1 − pB (t0 , ∞, ηt0 , ηB )] .

5) yields dV + ηdt = rV dt + ση Q dz . 8) Therefore the drift of the risk-neutral firm value process is equivalent to the risk-free return if adjusted for intermediate cash flows. 7) is constant and does not depend upon the stochastic factor η. The first derivative of the risk premium with respect to η is zero. 2 The Case of a Single Perpetual Debt Issue Consider as a start a capital structure discussed in Goldstein et al. (2001) or Leland (1994) where the firm only issues a single perpetual debt. 1 The Value of Debt, Equity, and the Government’s Claim From standard textbooks on differential equations2 , any claim F with a regular payment flow f (ηt ) to investors depending on EBIT η must satisfy the partial differential equation (PDE) (ση )2 · Fηη + Ft + f (ηt ) = r · F.

Without loss of generality, the exposition is restricted to the case where an underlying variable X follows an arithmetic Brownian motion with drift ν and standard deviation σ. The current value Xt0 = 0 and the barrier level is denoted by a sequence of barriers ytj which are constant in the time interval ]tj−1 , tj ] for j = 1 . . 9 8 9 In effect, this result is independent of the process assumption. Leland (1994) shows the same effect for geometric Brownian motion. Above it is argued that we set X = η and take ν = −µ to find hitting probabilities with a lower barrier.

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A Structural Framework for the Pricing of Corporate Securities: Economic and Empirical Issues by Michael Genser


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