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Practical and Accurate Insider Trading Liability Calculation

机译:实用和准确的内幕交易责任计算

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Section 16(b) of the Securities Exchange Act of 1934 allows for the recovery of profits realized by certain insiders from trading in a corporation's stock within a period of less than six months. For more than seventy years, U.S. courts and corporate attorneys have calculated this liability following the greedy algorithm described in Smolowe v. Delendo Corp. (2nd Cir. 1943), which the Securities and Exchange Commission proposed as a method of maximizing the recovery in that case. Even though Dantzig's simplex algorithm (1947) subsequently provided a more accurate method for calculating the maximum recovery as the solution to a linear programming problem, the legal community to date has resisted its adoption. This paper provides (1) a brief introduction to Section 16(b) and the Smolowe algorithm; (2) a review of the caselaw that has enshrined the Smolowe algorithm in legal precedent; (3) a proof that the Smolowe algorithm's worst case error is 50%; (4) a description of a new Web-based liability calculator for the legal community's use; and (5) a historically important case where the new calculator yields a larger recovery than the amount actually sought and obtained by the plaintiffs.
机译:1934年证券交易所第16(b)条允许在不到六个月的时间内在公司股票中交易的某些内部人士实现的利润恢复。七十多年来,美国法院和企业律师在Smolowe诉中描述的贪婪算法之后计算了这一责任。(第2章),证券交易所委员会的贪婪算法(第2 Cir.1943),该责任提出了一种最大化恢复的方法案件。尽管Dantzig的Simplex算法(1947)随后提供了一种更准确的方法,用于计算线性编程问题的解决方案的最大恢复,法律社区迄今为止抵制了其采用。本文提供了(1)简介16(b)条和smolowe算法; (2)对Qualelaw的审查,该族曲线在合法的先例中阐述了Smolowe算法; (3)Smolowe算法最糟糕的情况误差为50%; (4)对法律社区使用的新网络责任计算器的描述; (5)新计算器的历史上重要的情况,恢复比实际寻求和由原告获得的金额产生更大的恢复。

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