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To the untrained eye, this ctional story seems way too ctional. After all, the market simply can t tumble by 25 percent on a single day, right Well, yes it can. In fact, a meltdown of such gigantic proportions already happened not so long ago. Only 20 years ago, to be exact. By the close of business on October 19, 1987, the Dow Jones had fallen by almost 23 percent. Black Monday was even graver in other parts of the world, with downfalls of close to 50 percent in some cases. The October 87 crash is now part of nancial markets legend. It was particularly important for the options markets. Bluntly stated, the crash showed that the Black-Scholes pricing model is wrong but it also motivated traders into showing why the model can be vastly useful. A Black-Scholes-demonizing event showed how reliable Black-Scholes can be in real life. And not only that. Since it can reasonably be argued that the crash was decisively aided by Black-Scholes-inspired trading strategies (with the previous bubble and the subsequent free fall having been enabled and accelerated, respectively, by such strategies), it wouldn t be far-fetched to conclude that an event directly inspired by the inner dictates of the model, while generating bad press for Black-Scholes, also taught us why it continues to be widely loved by practitioners to this day. In effect, then, after Black Monday, and amidst the ruins caused by the model itself, traders unexpectedly learnt the true beauty of Black-Scholes.

A recent case quite clearly highlights the completely dominating preponderance that the tenure process affords to the scienti c research establishment. How the total supremacy of theoretical contributions is guaranteed and protected by such rewards system. How all other types of ( softer ) contributions are mercilessly steamrolled, rendered hopelessly incapable of earning bene ts to the contributors. How tenure impedes progress to those with the ability to shine glowingly at other, nontheoretical endeavors (such as, sin of sins, teaching or student services). How tenure ruthlessly dictates that all that eventually matters when it comes to holding on to a highly paid, eternal, ivory-tower job is to please the theoretical apparatchiks. In sum, such a case is a great example of how tenure could reasonably be seen as a tool that protects the analytical status quo. The kind of status quo, of course, which has for decades dumped unhealthily (and, potentially, dangerously) unworldly nance theorems on the rest of us (tenure as it stands today drastically encourages such dumping and guarantees that it will go on). In January of 2008 it was announced that the Olin Business School at Washington University in St. Louis, Missouri, had decided to terminate the contract of assistant professor of accounting Tzachi Zach. He was

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Keen agreed to pay a civil penalty of $5,000 in two partial payments one at the ling of the judgment and the other four months later. Keen also said he would make restitution to outstanding customers either in merchandise or refunds. If he received any additional complaints in the future, he would provide a full refund within 30 days of receipt of the written complaint. The case received much press in the local newspapers and radio programs. The community felt as though Keen had wounded its local heritage but also felt vindicated that he entered into the agreement, made restitution to his consumers and paid a penalty. The case received national press due to the large number of people who were victims and because online retail sales were increasing at such a high rate. The media wanted to warn and educate others about the possibility of becoming a victim of online fraud. Keen was allowed to continue operations of Intricate Electronics and since our settlement, only a few complaints have been led against him and he has promptly recti ed them. I have maintained contact with Keen s local police department and heard that he has not committed any unlawful acts since my investigation he has been clean on his drug tests and his business is going well. He even recently opened a retail store in the downtown area of the city. This investigation was my rst large case involving Internet consumer fraud. Normally the cases I investigate have occurred in my region, where I have contacts in the police departments and other agencies. For this case I had to cast a larger net to nd as many complaints led against Keen and Intricate Electronics as possible. Lessons Learned

r(s, t)f (t) (dt).

at the point (a, b, 0), which together with (13.41) will provide an upper bound for pX(s),X(t),Y (s,t) (a, b, 0). We do this in the next lemma, which we will apply s,t s,t afterward with = a1 and = a2 . Lemma 13.13. Let and be two independent Gaussian vectors in Rn (n 2), E( ) = , E( ) = , Var( ) = Var( ) = In . Then the density p of the random triplet 2 , 2 , , satis es the following inequality, for a 4 2 : p(a, b, 0) a 1 n 1 n 2 (ab)(n 3)/2 exp 4(2 )n 8 a, b > 0. (13.42)

16

Var( w )G(dw),

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