WEEK 8
Thomas Noe
SBS/Balliol
Description of the Graph:
This graph illustrates a typical performance bonus structure for a CEO, often called an "80/120 plan". The x-axis represents an accounting metric (labeled "Acct. #"), such as earnings per share. The y-axis represents the "Bonus Payment".
The graph shows a red line with three distinct segments:
Description of the Graph:
This is a classic "hockey stick" diagram illustrating the payoff of a stock option at expiration. The x-axis represents the "Stock price" and the y-axis represents the "Option Payoff".
A red line shows the payoff profile:
This shows that the option holder only profits if the stock price rises above the price at which the option was granted.
Description of the Graph:
This is a stacked bar chart showing average CEO compensation across numerous countries. The y-axis represents total compensation in USD, ranging from 0 to 3,000,000. Each bar represents a different country.
The bars are composed of four stacked segments, representing different types of pay (from bottom to top):
The most striking feature is that the bar for the United States (far left) is significantly taller than all others, exceeding $2,500,000. The composition is also different, with a very large portion coming from equity and non-equity incentive pay. Other countries like Switzerland, Canada, and the Netherlands follow, but at much lower total levels. Countries in Asia, such as China, Malaysia, and India, are shown at the far right with the lowest levels of total compensation.
FIGURE: CEO compensation around the world: From "The Executive Compensation Controversy: A Transatlantic Analysis," by Martin J. Conyon, Nuno Fernandes, Miguel A. Ferreira, Pedro Matos, and Kevin Murphy.
| Manager's Effort | $\mathbb{P}[CF=v_H]$ | $\mathbb{P}[CF=v_L]$ |
|---|---|---|
| High | $p_H$ | $1-p_H$ |
| Low | $p_L$ | $1-p_L$ |
Or,
$$ i \ge \frac{c}{p_H - p_L} $$The firm will chose the smallest value of i that satisfies this condition, so the optimal compensation for ensuring high effort is
$$ i^* = \frac{c}{p_H - p_L} \quad (1) $$the reverse inequality obtains the firm will prefer to induce low effort even when there is no P/A problem
The effect of agency conflicts depends on the firm's losses from reduced effort and amount of noise in the effort/performance relation
Description of the Graph:
This graph shows how different agency problem outcomes arise depending on the underlying parameters of the firm. The x-axis is the ratio $p_L/p_H$, representing how informative performance is about effort (a lower ratio means performance is a better signal of high effort). The y-axis is the ratio $v_L/v_H$, representing the downside risk of the project (a lower ratio means a bigger drop in cash flow in the bad state).
The parameter space is divided into four colored regions, each corresponding to a different outcome:
FIGURE: Parameters for the example are as follows: $v_H=3$, $p_H=0.75$, $c=0.20$, and $w=0.05$. The other parameters, $v_L$ and $p_L$ are varied in the graph.
Description of the Graph:
This is a time-series line graph showing the number of hostile takeover bids from 1978 to 2010. The x-axis is the year, and the y-axis is the number of bids, from 0 to 100.
There are lines for five countries. The most prominent is the blue line for the United States, which shows a dramatic surge in hostile bids starting around 1980, peaking in the late 1980s (at nearly 90 bids), and then sharply declining in the early 1990s. The green line for the United Kingdom shows a similar, though less pronounced, pattern. The lines for Germany, France, and Japan remain near zero for the entire period. This graph illustrates the "takeover wave" of the 1980s in the US and UK and its subsequent decline, which is a key institutional change discussed in the context of the "skimming" theory of CEO pay.
Source: SDC Platinum.
| Firms | ||
|---|---|---|
| CEOs | Good | Great |
| Good | 30.000 | 34.500 |
| Great | 37.50 | 43.125 |
Description of the Graph:
This graph shows the set of possible equilibrium salaries in the two-manager, two-firm example. The x-axis is the salary of the "Good" CEO, $s_{Good}$, and the y-axis is the salary of the "Great" CEO, $s_{Great}$. Both axes range from 0 to 40.
A single, thick, colored line is plotted, running diagonally from the bottom-left to the top-right. This line represents the set of salary pairs ($s_{Good}$, $s_{Great}$) that can exist in a stable, positive assortative matching equilibrium. Any point on this line is a possible outcome where neither firm has an incentive to poach the other's CEO. The line shows that the salaries of the two CEOs are positively correlated; if one gets paid more, the other must also be paid more to maintain the equilibrium.
FIGURE: CEO equilibrium compensation for the two CEOs
Hirschman (1970) develops the classic typology of governance systems:
| Shareholder | Stake (%) |
|---|---|
| State Street | 9.43 |
| BlackRock | 8.37 |
| Vanguard | 6.73 |
| Franklin Resources | 3.80 |
| Dodge & Cox | 3.63 |
| Capital Research | 3.34 |
| BNY Mellon | 1.64 |
| Insider | Outsider (%) | |
|---|---|---|
| Diversified | Institutional | |
| Undiversified | Family/Mgrs./Pvt. | Hedge Fund |