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To achieve this function (14.38), pseudo-operators are displayed in Figure 14.20 as shifters: they stand for the rules to be respected to connect Q(n 2 i) to the subtractor input P(i); input P(i) is made up of Q(n 2 i), followed, from left to right, by the string 01 then by a string of 2.(n 2 i) zeros. At step 1, registers are initialized as R(0) X; P(1) 22(n 1) ; Q(n 1) 0: (14:39)

<= 0; <= 0;

Societal good. Maintaining the funded status of pension plans at over 100 percent helps the entire society. When an employer does not maintain well-funded plans, everyone pays the price if the plans go into bankruptcy and the Pension Benefit Guaranty Corporation (PBGC) must take over the plan. Society s interest is that all companies honor their debts to suppliers, to landlords and, yes, to employees.

R(0) = X q(n 1) Q(n 1) = 0 01 R(0) P(1) 1 0 R(1) P(2)

<= State0;

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Funding a pension plan above 100 percent is a decision that moves into the other factors to consider Competing Uses for Corporate Capital Overall Capital Structure Companies face decisions about how to use their capital on a daily basis Should they invest in a new factory, should they refinance their existing debt, should they sell a division and use the proceeds to retire some debt All of these decisions relate to the overall capital structure (debt versus equity) of the corporation Thousands of Wall Street professionals, including investment bankers, spend all day working on finding the optimal capital structure that structure that will maximize the value of the shareholders In general, as a company takes on debt, it can expand capacity and grow faster However, with the increased debt comes increased risk for bankruptcy.

The above module sequences through the operations for executing multiply and accumulate operations. For the purposes of this example, the multiplier and accumulator are located outside of this module. Let us take a look at the effect of describing this state machine in a more abstract format. There are a number of tools that can be used for graphical state-machine entry. To begin with, let us use the free Xilinx state-machine editor called StateCAD. The graphical state machine is represented in Figure 5.1.

P(1) = 22(n 1)

Clearly, the above representation is much easier to read than the Verilog representation because it represents the state machine as we would visualize it.

shifter . 22(n 2)

There is a point at which a company has added so much debt that the risk/reward trade-off goes negative and shareholder value is reduced Pension plans on one level are like any other debt of the organization If a company had an underfunded plan, it could simply issue more debt, use the proceeds to pay off the fund s shortfall, and have the plan be perfectly funded But on one level, all this accomplishes is replacing one form of debt (pension liability) with another (publicly traded debt) Ultimately all of these decisions impact the risk borne by shareholders, since a company is only an artificial legal structure to represent the interests of the owners/shareholders Refer to the box on Boots later in this chapter for further discussion on the overall shareholder risk issue Impact on Financial Statement.

Graphical state machines are much easier to read and allow for automatic speed/ area optimizations.

Q(n 2)

Well-funded plans, those over 100 percent funded, are in a good position to manage the impact of the pension plan on their financial statements At the simplest level, if you have put away enough money to cover the current promised benefits, all you are left with is paying for the benefit accruing this year Accountants call this value of benefits accruing this year service cost Since employers can control the service cost by making changes to the plan, they are entirely in control of the ultimate cost that shows up in their income statement However, if a pension plan is less than 100 percent funded, that is,.

Despite the clarity of the graphical representation, however, the RTL that is generated is hardly more readable than a netlist. For brevity, we show only a few snippets (exported in the older Verilog-1995 format). State Decoding:

q(n 2)

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