Tags » M & A

Morrison & Foerster discusses DOJ Antitrust Gun Jumping

Just five weeks after the Antitrust Division of the U.S. Department of Justice announced that Flakeboard America had abandoned its plan to acquire a medium-density fiberboard (MDF) mill and two particleboard mills from SierraPine in the face of the Division’s competitive concerns, the Division has settled separate gun-jumping and Section 1 claims against the same parties relating to their conduct during the course of the Division’s review of the transaction.[1] 2,325 more words

M & A

Looped

song from when I was much younger. It summarizes a lot of what I’m working on and is morose. 80 pages for one thing, in the 40s for another, but I keep hitting a wall. 911 more words

Sullivan & Cromwell discusses Concentration Limits on Large Financial Companies

the Board of Governors of the Federal Reserve System (the “Federal Reserve”) approved a final rule (the “Final Rule”) implementing Section 622 of the Dodd-Frank Wall Street Reform and Consumer Protection Act (the “Dodd-Frank Act”),[1] which establishes a financial sector concentration limit (the “Section 622 Concentration Limit”). 3,208 more words

Finance & Economics

The "State of Strategy Today" : Good strategy is worth doing well | A.T. Kearney

In a study performed, we found a strong correlation between a company’s total shareholder returns (TSR) and its planning horizon…Those with longer horizons saw stronger returns than those with shorter…!! 1,598 more words

Business Strategy

Hinges

We drown in despair, and seldom, we go a long way down, .. and sometimes that unhinges us.
m.a.

Sullivan & Cromwell discusses In re KKR Financial Holdings LLC Shareholder Litigation

In an October 14, 2014 decision[1] on a motion to dismiss, the Delaware Court of Chancery (C Bouchard) held that business judgment review applied to breach of fiduciary duty claims asserted against directors in connection with a stock-for-stock sale of KKR Financial Holdings LLC (“KFN”) to KKR & Co. 1,160 more words

M & A

Constructing an $\epsilon$-net of $l_2$ unit ball

I am interested in probabilistic or explicit ways to construct an $\epsilon$-net of the $l_2$ unit ball in $\mathbb{R}^{d}$.

I know that, for every $\epsilon > 0$, there exists an $\epsilon$-net $\mathcal{N}_{\epsilon}$ for the unit sphere in $d$ dimensions such that… 206 more words