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第 1 到 3 筆結果,共 65 筆
第 113 頁
The expected output is given by h ( e ; ) / 2 . Since effort causes disutility to the
entrepreneur , therefore cle ; ) has to be deducted from expected output from the
project along with expected loan repayment to arrive at the entrepreneur ' s
payoff ...
The expected output is given by h ( e ; ) / 2 . Since effort causes disutility to the
entrepreneur , therefore cle ; ) has to be deducted from expected output from the
project along with expected loan repayment to arrive at the entrepreneur ' s
payoff ...
第 116 頁
Further the = ( 1 - hite ) 20 according as rşh ( e ) – y = * * ( e ) , given e . Thus del .
. . < or > 0 according as r < or > * * ( e ) , given e . Thus for any given e , the iso -
profit contours are negatively sloped below p * ( e ) and positively sloped above r
...
Further the = ( 1 - hite ) 20 according as rşh ( e ) – y = * * ( e ) , given e . Thus del .
. . < or > 0 according as r < or > * * ( e ) , given e . Thus for any given e , the iso -
profit contours are negatively sloped below p * ( e ) and positively sloped above r
...
第 141 頁
( Ri ) = a + b + c - X ( iv ) For x > a + b , Thus given assumption b + c > a , we have
dz ( R2 ) < dz ( R1 ) Va , and hence R2 is always preferred to Ri . Proof of
Proposition 3 Given the two routes of Figure 4 , we have the following G ( . )
functions ...
( Ri ) = a + b + c - X ( iv ) For x > a + b , Thus given assumption b + c > a , we have
dz ( R2 ) < dz ( R1 ) Va , and hence R2 is always preferred to Ri . Proof of
Proposition 3 Given the two routes of Figure 4 , we have the following G ( . )
functions ...
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