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Considering a Cadre Augmented Army - RAND Corporation

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-121- A Budgetary Analysis of <strong>Cadre</strong><br />

The stock of AC units deployed for more than one period is equal to the number of<br />

AC units deployed one less period in the last time period minus the number of AC units that<br />

are redeployed. This is formalized as:<br />

∀ i > 1: S(AC,D,i,t) = S(AC,D,i-1,t-1)-X(AC,D,i,t)<br />

The stock of RC units deployed for more than one period is just equal to the number<br />

of RC units deployed one less period in the last time-period because the model assumes that<br />

RC units can only be deployed from home. This is formalized as:<br />

∀ i > 1: S(RC,D,i,t) = S(RC,D,i-1,t-1)<br />

Units Home for One Period<br />

The stock of AC units at home for one period is equal to the number of units in the<br />

last period of deployment in the last time period minus the sum of the number of units<br />

deployed with one period at home and the number of units redeployed from the last period<br />

of deployment:<br />

S(AC,H,1,t) = S(AC,D, ACMaxD,t-1)-X(AC,H,1,t)-X(AC,D, ACMaxD ,t)<br />

The stock of RC units at home for one period is equal to the number of units in the last<br />

period of deployment in the last time-period minus the number of RC units deployed with<br />

one period at home:<br />

S(RC,H,1,t) = S(RC,D, RCMaxD ,t-1)-X(RC,H,1,t)<br />

Units Home More than One Period But less than Maximum<br />

The number of AC and RC units at home for more than one period, but less than<br />

the maximum number of periods is equal to the number of units at home for one less period

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