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comparison with untreated class II malocclusions and normal occlusion subjects. Eur J Orthod 2000;22(3):271 281. Luther F. TMD and occlusion part I. Damned if we do Occlusion: The interface of dentistry and orthodontics. Br Dent J 2007;202(1):E2. Kim MR, Graber TM, Viana MA. Orthodontics and temporomandibular disorder: A meta-analysis. Am J Orthod Dentofac Orthop 2002;121(5):438 446. McNamara JA. Orthodontic treatment and temporomandibular disorders. Oral Surg Oral Med Oral Pathol Oral Radiol Endod 1997;83:107 117. Turp JC, McNamara JA Jr. Orthodontic treatment and temporomandibular disorder: Is there a relationship Part 2: Clinical implications. J Orofac Orthop 1997;58(3):136 143. Egermark I, Ronnerman A. Temporomandibular disorders in the active phase of orthodontic treatment. J Oral Rehabil 1995;22(8):613 618. Imai T, Okamoto T, Kaneko T, Umeda K, Yamamoto T, Nakamura S. Long-term follow-up of clinical symptoms in TMD patients who underwent occlusal reconstruction by orthodontic treatment. Eur J Orthod 2000;22(1):61 67. Glass EG, Glaros AG, McGlynn FD. Myofascial pain dysfunction: Treatments used by ADA members. Cranio 1993;11(1):25 29. Greene CS. Orthodontics and temporomandibular disorders. Dent Clin North Am 1988;32(3):529 538. Kim MR, Graber TM, Viana MA. Orthodontics and temporomandibular disorder: A meta-analysis. Am J Orthod Dentofacial Orthop 2002;121(5):438 446. Frey DR, Hatch JP, Van Sickels JE, Dolce C, Rugh JD. Effects of surgical mandibular advancement and rotation on signs and symptoms of temporomandibular disorder: A 2-year follow-up study. Am J Orthod Dentofacial Orthop 2008;133(4):490.e1 8. Abrahamsson C, Ekberg E, Henrikson T, Bondemark L. Alterations of temporomandibular disorders before and after orthognathic surgery: A systematic review. Angle Orthod 2007;77(4):729 734. Tanenbaum D. Prosthodontic therapy. In: Kaplan AS, Assael LA (eds). Temporomandibular Disorders: Diagnosis and Treatment. Philadelphia: WB Saunders, 1991:559 575.

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are slightly soft. Add the red pepper and peas, and saut for another 2 to 3 minutes, until the red pepper and peas are slightly soft as well.

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Benzaquen, S, and Caba a, E M (1982) The expected measure of the level set of a n regular stationary Gaussian process Paci c J Math, 103(1), 9 16 Berman, S M (1964) Limit theorems for the maximum term in stationary sequences Ann Math Statist, 35, 502 516 Berman, S M (1971a) Asymptotic independence of the numbers of high and low level crossings of stationary Gaussian processes Ann Math Statist, 42(3), 927 945 (1971b) Excursions above high levels for stationary Gaussian processes Paci c J Math, 3, 663 679 (1974) Sojourns and extremes of Gaussian processes Ann Probab, 2, 999 1026 (1979) High level sojourns for strongly dependent Gaussian processes Z Wahrsch, 50, 223 236 (1985a) An asymptotic formula for the distribution of the maximum of a Gaussian process with stationary increments J Appl Probab, 22, 454 460 (1985b).

seen in the volatility smile a glorious vindication for the Black-Scholes formula, a symbol of its victory, the reason why the model is embraced and popular. The mathematical device may be imperfect, but it contains the seeds of its own correction, a built-in self- xing mechanism that allows traders to heal the theory from its inescapable structural aws. According to this view, the smile would be friendly smiling at the model. This, I now think, is a wrongful interpretation. Quite to the contrary, the smile would be frowning at the model. A symbol of failure, not success. A symbol of rejection, not embracement. If people truly loved the model, there would be no reason for corrective manipulative measures. And, by the way, through such manipulation, traders are essentially making sure that the model used would no longer be the original, whether Black-Scholes or Gaussian Copula. When something that was originally engineered to have a at correlation structure is transformed into something churning out a smiling structure, the new thing would be so different from the original that it should no longer bear the same name. Even when traders are using a tranche pricing model originally called Gaussian Copula, it no longer is the Gaussian Copula model.

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